G. A. Miller

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Person:563290

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zbMath Open miller.george-abramWikidataQ1506815 ScholiaQ1506815MaRDI QIDQ563290

List of research outcomes

PublicationDate of PublicationType
https://portal.mardi4nfdi.de/entity/Q32783641961-01-01Paper
https://portal.mardi4nfdi.de/entity/Q32275861955-01-01Paper
Abstract Group Generated by the Quaternion Units1947-01-01Paper
https://portal.mardi4nfdi.de/entity/Q57879061947-01-01Paper
Prime Number of Conjugate Operators in a Group1946-01-01Paper
Prime Number of Operators in Sets of Conjugates1946-01-01Paper
https://portal.mardi4nfdi.de/entity/Q58447341946-01-01Paper
A Tenth Lesson in the History of Mathematics1945-01-01Paper
Groups Having a Small Number of Sets of Conjugate Subgroups1945-01-01Paper
Illustrations and Simple Abstract Proof of Sylow's Theorem1945-01-01Paper
An Eighth Lesson in the History of Mathematics1944-01-01Paper
A Ninth Lesson in the History of Mathematics1944-01-01Paper
Relative Number of Non-Invariant Operators in a Group1944-01-01Paper
Possible Numbers of Non-Invariant Operators of a Group1944-01-01Paper
Groups Containing Less Than Twenty-Eight Non-Invariant Operators1944-01-01Paper
Groups Involving a Small Number of Sets of Conjugate Operators1944-01-01Paper
A Fifth Lesson in the History of Mathematics1943-01-01Paper
A Sixth Lesson in the History of Mathematics1943-01-01Paper
A Seventh Lesson in the History of Mathematics1943-01-01Paper
Determination of the Subgroups of Small Index1943-01-01Paper
Possible Groups of Automorphisms1943-01-01Paper
Groups Containing a Prime Number of Conjugate Subgroups1943-01-01Paper
Groups Containing Four and Only Four Non-Invariant Subgroups1943-01-01Paper
Groups of Transformations of the Non-Invariant Subgroups1943-01-01Paper
Special Invariant Subgroups1943-01-01Paper
Subgroups Transformed According to a Group of Prime Order1943-01-01Paper
Implications Involved in Mathematical Advances1943-01-01Paper
https://portal.mardi4nfdi.de/entity/Q58447251943-01-01Paper
A Fourth Lesson in the History of Mathematics1942-01-01Paper
Maximal Sylow Subgroups of a Given Group1942-01-01Paper
Certain Direct Products of the Groups of Self-Isometries1942-01-01Paper
Some Deductions from Frobenius's Theorem1942-01-01Paper
Automorphisms of the Dihedral Groups1942-01-01Paper
The Permutation Groups of a General Degree1942-01-01Paper
A third lesson in the history of mathematics.1941-01-01Paper
Maximal subgroups of a given group.1941-01-01Paper
Maximal subgroups of a finite group.1941-01-01Paper
Maximal Invariant Proper Subgroups of a Finite Group1941-01-01Paper
Maximal Subgroups of a Given Group1941-01-01Paper
Maximal Subgroups of a Finite Group1941-01-01Paper
Groups Containing Maximal Subgroups of Prime Order1941-01-01Paper
Maximal Subgroups Whose Orders Are Divisible by Two or Three1941-01-01Paper
Groups Containing a Maximal Proper Subgroup of Order 41941-01-01Paper
Fundamental laws of operations in mathematics.1940-01-01Paper
Groups which contain less than fourteen proper subgroups.1940-01-01Paper
The groups which contain exactly fourteen proper subgroups.1940-01-01Paper
Abelian groups which contain no more than 25 proper subgroups.1940-01-01Paper
Subgroups of the groups whose orders are below thirty.1940-01-01Paper
Minimal cross-cut subgroups relative to the product of their orders.1940-01-01Paper
Every two equal order subgroups having only identity in common.1940-01-01Paper
Groups Which Contain Less Than Fourteen Proper Subgroups1940-01-01Paper
https://portal.mardi4nfdi.de/entity/Q57799331940-01-01Paper
Abelian Groups Which Contain No More Than 25 Proper Subgroups1940-01-01Paper
The Groups Which Contain Exactly Fourteen Proper Subgroups1940-01-01Paper
https://portal.mardi4nfdi.de/entity/Q58470761940-01-01Paper
Subgroups of the Groups Whose Orders Are Below Thirty1940-01-01Paper
Minimal Cross-Cut Subgroups Relative to the Product of Their Orders1940-01-01Paper
Every Two Equal Order Subgroups Having Only Identity in Common1940-01-01Paper
Prime power groups determined by the number of their subgroups.1939-01-01Paper
Groups having a small number of subgroups.1939-01-01Paper
Groups which contain ten or eleven proper subgroups.1939-01-01Paper
Groups having a small number of sets of conjugate subgroups.1939-01-01Paper
A first lesson in the history of mathematics.1939-01-01Paper
A second lesson in the history of mathematics.1939-01-01Paper
Approximations in mathematics regarded as exact.1939-01-01Paper
Solution of equations by the ancients.1939-01-01Paper
Number of the subgroups of any given abelian group.1939-01-01Paper
Independent generators of the subgroups of an abelian group.1939-01-01Paper
Groups of degree \(n\) in which the largest degree of a substitution is a minimum.1939-01-01Paper
Groups containing a prime number of non-invariant subgroups.1939-01-01Paper
Groups which contain less than ten proper subgroups.1939-01-01Paper
Groups of Degree n in Which the Largest Degree of a Substitution is a Minimum1939-01-01Paper
Number of the Subgroups of Any Abelian Group1939-01-01Paper
Independent Generators of the Subgroups of an Abelian Group1939-01-01Paper
Groups Having a Small Number of Subgroups1939-01-01Paper
Groups Containing a Prime Number of Non-Invariant Subgroups1939-01-01Paper
Groups Which Contain Less Than Ten Proper Subgroups1939-01-01Paper
Groups Which Contain Ten or Eleven Proper Subgroups1939-01-01Paper
Prime Power Groups Determined by the Number of Their Subgroups1939-01-01Paper
Groups Having a Small Number of Sets of Conjugate Subgroups1939-01-01Paper
https://portal.mardi4nfdi.de/entity/Q58447101939-01-01Paper
Unpardonable errors in the history of mathematics.1938-01-01Paper
The history of mathematics forty years ago.1938-01-01Paper
The first known long mathematical decline.1938-01-01Paper
Collected Works. Vol. II.1938-01-01Paper
Groups having a maximum number set of independent generators.1938-01-01Paper
Groups having a maximum set of independent generators of the same order.1938-01-01Paper
Groups having a maximum number set of conjugate independent generators.1938-01-01Paper
Groups of order \(p^m\) containing \(m-\alpha\) independent generators.1938-01-01Paper
Groups whose commutator subgroups are of order two.1938-01-01Paper
Relative numbers of operators and subgroups of a finite group.1938-01-01Paper
The relative numbers of the subgroups and operators of certain groups.1938-01-01Paper
Minimum degree of substitutions of highest degree in a group.1938-01-01Paper
Largest degree of a substitution in the groups of a given degree.1938-01-01Paper
Groups of degree \(n\) involving only substitutions of lower degrees.1938-01-01Paper
Groups Having a Maximum Set of Independent Generators of the Same Order1938-01-01Paper
Groups Having a Maximum Number Set of Conjugate Independent Generators1938-01-01Paper
Groups Whose Commutator Subgroups are of Order Two1938-01-01Paper
Groups Having a Maximum Number Set of Independent Generators1938-01-01Paper
Relative Numbers of Operators and Subgroups of a Finite Group1938-01-01Paper
Minimum Degree of Substitutions of Highest Degree in a Group1938-01-01Paper
The Relative Numbers of the Subgroups and Operators of Certain Groups1938-01-01Paper
https://portal.mardi4nfdi.de/entity/Q57712431938-01-01Paper
Groups of Order p m Containing m — α Independent Generators1938-01-01Paper
Progress in the history of mathematics during the last forty years.1938-01-01Paper
Mathematical myths.1938-01-01Paper
Theory and applications of finite groups.1938-01-01Paper
False group theory.1937-01-01Paper
Group theory in mathematical education.1937-01-01Paper
Groups of order 64 whose squares generate the four group.1937-01-01Paper
Groups which contain a Hamiltonian subgroup of odd prime index.1937-01-01Paper
The groups of order \(p^m\) which have \(m - 1\) independent generators.1937-01-01Paper
Sets of independent generators of a finite group.1937-01-01Paper
Groups of order less than \(2^m\) having \(m - 1\) or \(m - 2\) independent generators.1937-01-01Paper
Groups having a maximum number of independent generators.1937-01-01Paper
Groups in which every set of independent generators is a maximum set.1937-01-01Paper
Groups in which every subgroup of composite order is invariant.1937-01-01Paper
Groups of Order 64 Whose Squares Generate the Four Group1937-01-01Paper
Groups Which Contain an Abelian Subgroup of Prime Index1937-01-01Paper
The Groups of Order p m Which Have m — 1 Independent Generators1937-01-01Paper
Groups of Order Less Than 2 m Having m — 1 or m — 2 Independent Generators1937-01-01Paper
Groups Having a Maximum Number of Independent Generators1937-01-01Paper
Groups in Which Every Set of Independent Generators Is a Maximum Set1937-01-01Paper
Groups in Which Every Subgroup of Composite Order Is Invariant1937-01-01Paper
Groups Which Contain a Hamiltonian Subgroup of Odd Prime Index1937-01-01Paper
The quartic equation.1937-01-01Paper
Group theory for the million.1937-01-01Paper
Groups which contain an abelian subgroup of prime index.1937-01-01Paper
Basal facts in the history of mathematics.1936-01-01Paper
Group theory in the secondary schools.1936-01-01Paper
Groups containing a relatively large number of operators of the same order.1936-01-01Paper
Groups in which the squares of the operators generate a cyclic group.1936-01-01Paper
General theorems applying to all the groups of order 32.1936-01-01Paper
Regular subgroups of a transitive substitution group.1936-01-01Paper
Number of the Abelian groups of a given order.1936-01-01Paper
Enumeration of the Abelian groups whose orders do not exceed a given number.1936-01-01Paper
Groups whose prime powers generate a cyclic subgroup.1936-01-01Paper
Factor congruences in the history of mathematics.1936-01-01Paper
Groups in Which the Squares of the Operators Generate a Cyclic Group1936-01-01Paper
Regular Subgroups of a Transitive Substitution Group1936-01-01Paper
General Theorems Applying to All the Groups of Order 321936-01-01Paper
Groups Containing a Relatively Large Number of Operators of the Same Order1936-01-01Paper
Number of the Abelian Groups of a Given Order1936-01-01Paper
Enumeration of the Abelian Groups Whose Orders Do Not Exceed a Given Number1936-01-01Paper
Groups Whose Prime Powers Generate a Cyclic Subgroup1936-01-01Paper
Group theory definitions in Webster's ``New international dictionary.1936-01-01Paper
A dozen mathematical errors in Webster's dictionary.1936-01-01Paper
Correcting errors in the histories of mathematics.1935-01-01Paper
The backwardness of early american mathematics.1935-01-01Paper
Motifs pour l'introduction des nombres négatifs.1935-01-01Paper
A characteristic feature of Babylonian mathematics.1935-01-01Paper
Collected works. I.1935-01-01Paper
Groups involving a set of as many conjugates as commutators.1935-01-01Paper
Sets of group elements involving only products of more than \(n\).1935-01-01Paper
Groups which are the products of two permutable proper subgroups.1935-01-01Paper
Groups containing five and only five squares.1935-01-01Paper
Groups in which the squares generate a subgroup of index less than seven.1935-01-01Paper
Largest groups determined by the squares of their operators.1935-01-01Paper
Fundamental ideas in the history of mathematics.1935-01-01Paper
Groups of order 2\(^{\text{m}}\) determined by subgroups generated by their squares.1935-01-01Paper
Formulas giving the number of the groups determined by squares.1935-01-01Paper
Groups Involving a Set of as Many Conjugates as Commutators1935-01-01Paper
Sets of Group Elements Involving Only Products of More Than n1935-01-01Paper
Groups Which Are the Products of Two Permutable Proper Sub-Groups1935-01-01Paper
Groups Containing Five and Only Five Squares1935-01-01Paper
Groups in Which the Squares Generate a Subgroup of Index Less Than Seven1935-01-01Paper
https://portal.mardi4nfdi.de/entity/Q57592951935-01-01Paper
Largest Groups Determined by the Squares of Their Operators1935-01-01Paper
Groups of Order 2 m Determined by Subgroups Generated by Their Squares1935-01-01Paper
Formulas Giving the Number of the Groups Determined by Squares1935-01-01Paper
Evolution of the use of the modern mathematical concept of group.1935-01-01Paper
Confusions in the use of the mathematical term group.1934-01-01Paper
Distinct groups whose subgroups are simple isomorphic.1934-01-01Paper
Groups generated by an operator of order 2 and an operator of order 3 whose commutator is of order 2.1934-01-01Paper
Minimum number of squares in a group when not all of them are relatively commutative.1934-01-01Paper
Groups whose squares constitute cyclic subgroups.1934-01-01Paper
Groups of order \(2^n\) whose squared elements constitute a cyclic subgroup`.1934-01-01Paper
Groups involving three and only three squares.1934-01-01Paper
Groups involving four operators which are squares.1934-01-01Paper
Groups whose Sylow sub-groups of order \(p^m\) contain no more than \(p^{m+2}\) operators whose orders are powers of \(p\).1934-01-01Paper
Groups in which the squares of the elements are dihedral groups.1934-01-01Paper
Mathematics developed by the common people.1934-01-01Paper
Vague historical views relating to the negative numbers.1934-01-01Paper
A mathematical solution developed during more than three milleniums.1934-01-01Paper
Historical note on the determination of all the permutation groups of low degree.1934-01-01Paper
Background of mathematics in America.1934-01-01Paper
Definitions of the mathematical term group.1934-01-01Paper
Expository remarks on the theory of groups.1934-01-01Paper
Groups in which the squares of the elements are a dihedral subgroup.1934-01-01Paper
Salient theorems of the theory of groups and their history.1934-01-01Paper
Groups Involving Four Operators Which are Squares1934-01-01Paper
Minimum Number of Squares in a Group When Not All of Them Are Relatively Commutative1934-01-01Paper
Groups Whose Squares Constitute Cyclic Subgroups1934-01-01Paper
Groups Involving Three and Only Three Squares1934-01-01Paper
GROUPS WHOSE SYLOW SUB-GROUPS OF ORDER pm CONTAIN NO MORE THAN pm+2 OPERATORS WHOSE ORDERS ARE POWERS OF p1934-01-01Paper
https://portal.mardi4nfdi.de/entity/Q47565251934-01-01Paper
https://portal.mardi4nfdi.de/entity/Q47567581934-01-01Paper
Confusions in the Use of the Mathematical Term Group1934-01-01Paper
Groups of Order 2 n Whose Squared Elements Constitute a Cyclic Subgroup1934-01-01Paper
Distinct Groups Whose Subgroups Are Simply Isomorphic1934-01-01Paper
https://portal.mardi4nfdi.de/entity/Q47572461934-01-01Paper
https://portal.mardi4nfdi.de/entity/Q47577481934-01-01Paper
Groups in Which the Squares of the Elements are a Dihedral Subgroup1934-01-01Paper
Groups whose orders involve a small number of unity congruences.1933-01-01Paper
Groups involving only operators whose orders divide \(4\) and whose operators of order \(4\) have a common square.1933-01-01Paper
Groups whose operators have no more than three distinct squares.1933-01-01Paper
Groups involving a small number of squares.1933-01-01Paper
Groups in which every operator has at most a prime number of conjugates.1933-01-01Paper
Groups generated by two operators of order 3 whose commutator is of order 2.1933-01-01Paper
Groups in which either all the operators or all the subgroups of the same order are conjugate.1933-01-01Paper
Sylow subgroups and the number of operators whose orders are powers of the same prime.1933-01-01Paper
Number of operators of prime power orders contained in a group.1933-01-01Paper
Groups generated by two operators of order \(2\) and \(4\) respectively whose commutator is of order \(2\).1933-01-01Paper
A new aid for mathematics teachers.1933-01-01Paper
Historical notes in Felix Klein's elementary mathematics.1933-01-01Paper
Notas historicas de Félix Klein sobre matematica elemental.1933-01-01Paper
Characteristic features of mathematics and of its history.1933-01-01Paper
A crusade against the use of negative numbers.1933-01-01Paper
Mathematical confusions.1933-01-01Paper
Groups Whose Orders Involve a Small Number of Unity Congruences1933-01-01Paper
Groups Involving Only Operators Whose Orders Divide 4 and Whose Operators of Order 4 Have a Common Square1933-01-01Paper
Sylow Subgroups and the Number of Operators Whose Orders Are Powers of the Same Prime1933-01-01Paper
Groups Whose Operators Have No More Than Three Distinct Squares1933-01-01Paper
Groups in Which Every Operator Has at Most a Prime Number of Conjugates1933-01-01Paper
Groups Involving a Small Number of Squares1933-01-01Paper
https://portal.mardi4nfdi.de/entity/Q47538971933-01-01Paper
Number of Operators of Prime Power Orders Contained in a Group1933-01-01Paper
Our common numerals.1933-01-01Paper
Groups in which every operator has at most a prime number of conjugates.1933-01-01Paper
Historical note on negative numbers.1932-01-01Paper
Non-Group Operations1932-01-01Paper
The Commutator Subgroup of a Group Generated by Two Operators1932-01-01Paper
Complete Sets of Conjugates Under a Group1932-01-01Paper
A few desirable modifications in the literature of group theory1932-01-01Paper
https://portal.mardi4nfdi.de/entity/Q44813241932-01-01Paper
Orders for Which a Given Number of Groups Exist1932-01-01Paper
A few desirable modifications in the literature of group theory.1932-01-01Paper
Non-group operations.1932-01-01Paper
Orders for which a given number of groups exist.1932-01-01Paper
Orders for which there exist exactly four or five groups.1932-01-01Paper
Sets of distinct group operators involving all the products but not all the squares.1932-01-01Paper
Complete sets of conjugates under a group.1932-01-01Paper
The commutator subgroup of a group generated by two operators.1932-01-01Paper
Recent discoveries in the history of mathematics .1932-01-01Paper
The word algebra.1932-01-01Paper
Historical note on the determination of abstract groups of given orders .1932-01-01Paper
Definition of a mathematical group.1932-01-01Paper
Groups generated by two operators whose squares are invariant1931-01-01Paper
A Few Theorems Relating to the Rhind Mathematical Papyrus1931-01-01Paper
Automorphisms of Order 2 of an Abelian Group1931-01-01Paper
Theorems Relating to the Pre-Grecian Mathematics1931-01-01Paper
Groups Involving a Small Number of Conjugates1931-01-01Paper
Representation of a group as a transitive permutation group1931-01-01Paper
Groups Which Admit Five-Eighths Automorphisms1931-01-01Paper
Inverse Commutator Subgroups1931-01-01Paper
Twelve fundamental mathematical concepts.1931-01-01Paper
Theorems relating to the history of mathematics.1931-01-01Paper
A mathematical proof.1931-01-01Paper
The mathematical weakness of the early civilizations.1931-01-01Paper
A few theorems relating to the Rhind mathematical papyrus.1931-01-01Paper
Theorems relating to the pre-grecian mathematics.1931-01-01Paper
Groups generated by two operators whose squares are invariant.1931-01-01Paper
Representation of a group as a transitive permutation group.1931-01-01Paper
Groups which admit five-eights automorphisms.1931-01-01Paper
Inverse commutator subgroups.1931-01-01Paper
Automorphisms of order 2 of an abelian group.1931-01-01Paper
Groups involving a small number of conjugates.1931-01-01Paper
Marginal notes on Sanford's Short History of Mathematics.1931-01-01Paper
Group theory and the history of logarithms.1931-01-01Paper
Marginal notes on volume II of Smith's History of mathematics.1930-01-01Paper
Mathematics in the fourteenth edition of the Encyclopaedia Britannica.1930-01-01Paper
Early definitions of the mathematical term abstract group.1930-01-01Paper
Finality in mathematics.1930-01-01Paper
Determination of all the groups of order 64.1930-01-01Paper
Determination of all the groups of order 96.1930-01-01Paper
Inverse correspondences in automorphisms of Abelian groups.1930-01-01Paper
Groups which admit two-thirds automorphisms.1930-01-01Paper
Non-Abelian groups admitting more than half inverse correspondencies.1930-01-01Paper
Groups generated by two given groups.1930-01-01Paper
Group of isomorphisms of an Abelian group.1930-01-01Paper
Groups which are decomposable into two non-invariant cyclic subgroups.1930-01-01Paper
Extension of the concept of group of isomorphisms.1930-01-01Paper
Inverse correspondences in automorphisms of abelian groups.1930-01-01Paper
Introduction à la théorie des congruences au moyen de la théorie des groupes.1930-01-01Paper
On the history of determinants.1930-01-01Paper
Babylonian mathematics.1930-01-01Paper
Graphical methods and the history of mathematics.1929-01-01Paper
On the history of our common system of numerical notation.1929-01-01Paper
Non-abelian groups of odd prime power order which admit a maximal number of inverse correspondencies in an automorphism.1929-01-01Paper
Groups which admit automorphisms in which exactly three-fourths of the operators correspond to their inverses.1929-01-01Paper
Number of Abelian subgroups in every prime power group.1929-01-01Paper
Determination of all the abstract groups of order 72.1929-01-01Paper
On the number of cyclic subgroups of a group.1929-01-01Paper
Did John Napier invent logarithms?1929-01-01Paper
Mathematical deserts and some of their oases.1929-01-01Paper
Origin of our common positional arithmetic.1929-01-01Paper
The so-called Hindu-Arabic numerals.1929-01-01Paper
Possible \(\alpha\)-automorphisms of non-abelian groups.1929-01-01Paper
Groups which admit three-fourth automorphisms.1929-01-01Paper
Automorphism commutators.1929-01-01Paper
Possible orders of two generators of the alternating and of the symmetric group.1928-01-01Paper
History of algebra.1928-01-01Paper
History of several fundamental mathematical concepts.1928-01-01Paper
Laws relating to mathematical operations.1928-01-01Paper
Determination of all the groups which contain a given group as an invariant subgroup of prime index.1928-01-01Paper
The number of systems of imprimitivity of transitive substitution groups.1928-01-01Paper
Origin of our present mathematics.1928-01-01Paper
Harmony as a principle of mathematical development.1928-01-01Paper
The algebraization of mathematics.1928-01-01Paper
History of intangible advances in mathematics.1928-01-01Paper
The so-called sieve of Eratosthenes.1928-01-01Paper
Note on the history of logarithms.1928-01-01Paper
The development of the function concept.1928-01-01Paper
Archimedes and trigonometry.1928-01-01Paper
Definitions of abstract groups.1928-01-01Paper
Groups of plane symmetries.1928-01-01Paper
Commutative conjugate cycles in subgroups of the holomorph of an abelian group.1928-01-01Paper
The number of systems of imprimitivity of transitive substitution groups.1928-01-01Paper
Transformation of conjugate elements or of conjugate subgroups.1928-01-01Paper
Groups involving a cyclic, a dicyclic or a dihedral group as an invariant subgroup of prime index.1928-01-01Paper
An infinite system of complete groups.1928-01-01Paper
A characteristic property of a co-set.1928-01-01Paper
Possible orders of two generators of the alternating and of the symmetric group.1927-01-01Paper
On the history of finite abstract groups.1927-01-01Paper
Felix Klein and the history of modern mathematics.1927-01-01Paper
Determination of the number of subgroups of an Abelian group.1927-01-01Paper
Substitutions which transform a regular group into its conjoint.1927-01-01Paper
Groups whose operators are of the form \(s^p t^q\).1927-01-01Paper
Groups generated by two operators of order three whose product is of order three.1927-01-01Paper
Groups generated by two operators of order three, whose product is of order six.1927-01-01Paper
Groups generated by two operators of order three, the cube of whose product is invariant.1927-01-01Paper
The transformation of a regular group into its conjoint.1926-01-01Paper
Subgroups of index \(p^2\) contained in a group of order \(p^m\).1926-01-01Paper
Multiply transitive substitution groups.1926-01-01Paper
Biographical note relating to J. J. Sylvester.1926-01-01Paper
Relative abilities in mathematics of boys and girls.1926-01-01Paper
Historical note on the solution of an algebraic equation.1926-01-01Paper
Weak points in Greek mathematics.1926-01-01Paper
Points faibles des mathématiques grecques.1926-01-01Paper
On the history of logarithms.1926-01-01Paper
Postulates in the history of science.1926-01-01Paper
A wide spread error relating to logarithms.1926-01-01Paper
Was Paul Guldin a plagiarist?1926-01-01Paper
The so-called Naperian logarithms.1926-01-01Paper
History of mathematics in the schools.1926-01-01Paper
Subgroups of index \(p^2\) contained in a group of order \(p^m\).1926-01-01Paper
Groups containing a relatively small number of Sylow subgroups.1926-01-01Paper
Form of the number of the prime power subgroups of an Abelian group.1926-01-01Paper
Lettera al prof. Luigi Bianchi.1926-01-01Paper
Multiply transitive substitution groups.1926-01-01Paper
Imprimitive substitution groups.1925-01-01Paper
``Mathematics and eternity.1925-01-01Paper
Histoire de cinq concepts fondamentaux des mathématiques.1925-01-01Paper
Elementary mathematics in 1700.1925-01-01Paper
Fundamental facts in the history of mathematics.1925-01-01Paper
Arithmetization in the history of mathematics.1925-01-01Paper
History of science in secondary education.1925-01-01Paper
Geometric solution of the quadratic equation.1925-01-01Paper
Simplifications relating to a proof of Sylow's theorem.1925-01-01Paper
Operadores característicos de un grupo de orden finito.1925-01-01Paper
New proofs of the simplicity of every alternating group whose degree is not four.1925-01-01Paper
The subgroup composed of the substitutions which omit a letter of a transitive group.1925-01-01Paper
Transitive groups involving direct products of lower degree.1925-01-01Paper
Imprimitive substitution groups.1925-01-01Paper
Subgroup composed of the substitutions which omit a letter of a transitive group.1925-01-01Paper
Historical note on the solution of equations.1924-01-01Paper
Modifications to the ``New International Encyclopedia,1924-01-01Paper
American Mathematics during three quarters of a century.1924-01-01Paper
Number of cycles of the same order in a given substitution group.1924-01-01Paper
New applications of a fundamental theorem of substitution groups.1924-01-01Paper
Prime power substitution groups whose conjugate cycles are commutative.1924-01-01Paper
New applications of a fundamental theorem of substitution groups.1923-01-01Paper
New proof of the theorem that every prime power group contains invariant operators.1923-01-01Paper
Determination of all the characteristic subgroups of an abelian group.1923-01-01Paper
A widerspread error relating to Greek mathematics.1923-01-01Paper
Inaccuracies in the mathematical literature.1923-01-01Paper
Same left co-set and right co-set multipliers for any given finite group.1923-01-01Paper
Groups in which the number of operators in a set of conjugates is equal to the order of the commutator subgroup.1923-01-01Paper
Sets of conjugate cycles of a substitution group.1923-01-01Paper
I-conjugate operators of an abelian group.1923-01-01Paper
Form of the number of the subgroups of a prime power group.1923-01-01Paper
Groups of order \(2^m\) in which the number of the subgroups of at least one order is of the form \(1 + 4k\).1923-01-01Paper
Prime-power groups containing only one invariant subgroup of every index which exceeds this prime number.1922-01-01Paper
Seeming contradictions in the theory of groups.1922-01-01Paper
Substitution groups whose cycles of the same order contain a given number of letters.1922-01-01Paper
Groups in which the number of operators in a set of conjugates is equal to the order of the commutator subgroup.1922-01-01Paper
Substitutions commutative with every substitution of an intransitive group.1922-01-01Paper
Disagreeing with textbook.1922-01-01Paper
A few very popular mathematics teachers.1922-01-01Paper
Easy group theory.1922-01-01Paper
Contradictions in the literature of group theory.1922-01-01Paper
Comments on the ``Reply of Professor Cajori.1922-01-01Paper
The simple group of order 2520.1922-01-01Paper
Substitutions commutative with every substitution of an intransitive group.1922-01-01Paper
Number of substitutions omitting at least one letter in a transitive group.1922-01-01Paper
Substitution groups whose cycles of the same order contain a given number of letters.1922-01-01Paper
I-conjugate operators of an abelian group.1921-01-01Paper
An overlooked infinite system of groups of order \(pq^2\), \(p\) and \(q\) being prime numbers.1921-01-01Paper
Different types of mathematical history.1921-01-01Paper
Group theory reviews in the Jahrbuch über die Fortschritte der Mathematik.1921-01-01Paper
Note on prime numbers.1921-01-01Paper
The formula \(\frac12a(a+1)\) for the area of an equilateral triangle.1921-01-01Paper
Reciprocal subgroups of an abelian group.1921-01-01Paper
An overlooked infinite system of groups of order \(p\,q^2\).1921-01-01Paper
Group of isomorphisms of a transitive substitution group.1921-01-01Paper
Note on the term maximal subgroup.1921-01-01Paper
Illustrative examples of domains of rationality and their groups.1921-01-01Paper
Groups involving three and only three operators which are square.1920-01-01Paper
Note on the transformations of the Sylow subgroups.1920-01-01Paper
Groups generated by two operators of order three whose product is of order four.1920-01-01Paper
Groups generated by two operators, \(s_1, s_2\), which satisfy the conditions \(s_1^m = s_2^n, (s_1s_2)^k = 1, s_1 s_2 = s_2 s_1\).1920-01-01Paper
Groups of order \(2^{m'}\) which contain a relatively large number of operators of order two.1920-01-01Paper
Characteristic subgroups of an abelian prime power group.1920-01-01Paper
Groups involving three and only three operators which are square.1920-01-01Paper
Group of order \(g\) containing \(g/2 -1\) involutions.1920-01-01Paper
Groups involving only operators whose orders are divisors of four.1920-01-01Paper
La notion d'équivalence dans la théorie des groupes.1920-01-01Paper
Properties of the subgroups of an abelian prime power group which are conjugate under its group of isomorphisms.1920-01-01Paper
Cajori's history of mathematics.1919-01-01Paper
Sur un point d'histoire des groupes finis discontinus.1919-01-01Paper
Groups containing a relatively large number of operators of order two.1919-01-01Paper
Form of the number of subgroups of prime power groups.1919-01-01Paper
Groups possessing a small number of sets of conjugate operators.1919-01-01Paper
Groups generated by two operators whose relative transforms are equal to each other.1919-01-01Paper
Relation between abstract group properties and substitution groups.1919-01-01Paper
Determinant groups.1918-01-01Paper
Determinant groups.1918-01-01Paper
Mathematical encyclopadie dictionary.1918-01-01Paper
Definitions of the discriminant of a rational integral function of one variable.1918-01-01Paper
Determinant groups. -- Group theory proof of two elementary theorems in number theory.1918-01-01Paper
Sets of independent generators of a substitution group.1918-01-01Paper
Substitution groups on the terms of symmetric polynomials.1918-01-01Paper
Groups formed by special matrices.1918-01-01Paper
Group-theory proof of two elementary in number theory.1918-01-01Paper
On the \(\alpha\)-holomorphisms of a group.1918-01-01Paper
Mathematics in the New International Encyclopedia.1917-01-01Paper
The obsolete in mathematics.1917-01-01Paper
Substitution groups and possible arrangements of the players at card tournements.1917-01-01Paper
Possible characteristic operators of a group.1917-01-01Paper
Groups generated by two operators of the same prime order such that the conjugates of one under the powers of the other are commutative.1917-01-01Paper
Automorphisms of period two of an \textit{Abel}ian group whose order is a power of two.1917-01-01Paper
Exposition of groups of a \textit{Galois} field.1917-01-01Paper
Theory and applications of finite groups.1916-01-01Paper
Historical introduction to mathematical literature.1916-01-01Paper
Limits of transitivity of a substitution group.1916-01-01Paper
Finite groups represented by sepcial matrices.1916-01-01Paper
Graphical method of finding the possible sets of independent generators of an \textit{Abel}ian group.1916-01-01Paper
Orders of opertors of congruence groups modulo \(2^r3^s\).1916-01-01Paper
Substitution groups and possible arrangements of players atcard tournaments.1916-01-01Paper
Possible characteristic operators of a group.1916-01-01Paper
Historical introduction to mathematical literature.1916-01-01Paper
A tribute to \textit{Samuel Walker Shattuck}.1916-01-01Paper
Journaux ayant édité des questions de théorie des nombres ou de géométrie curieuse (question 4515, de \textit{A. Gérardin}).1916-01-01Paper
Finite groups represented by special matrices.1916-01-01Paper
Upper limit of the degree of transitivity of a substitution group.1916-01-01Paper
Graphical method of finding the possible sets of independent generators of an \textit{Abel}ian group.1916-01-01Paper
Limits of the degree of transitivity of substitution groups.1915-01-01Paper
Note on several theorems due to \textit{A. Capelli}.1915-01-01Paper
Limits of the degree of transitivity of substitution groups.1915-01-01Paper
Note on several theorems due to \textit{A. Capelli}.1915-01-01Paper
Limits of the degree of transitivity of substitution groups.1915-01-01Paper
The \(\Phi\)-subgroup of a group of finite order.1915-01-01Paper
The \(\Phi\)-subgroup of a group.1915-01-01Paper
Groups possessing at least one set of independent generators composed of a many operators as there are prime factors in the order of the group.1915-01-01Paper
Note on several theorems due to \textit{A. Capelli}.1915-01-01Paper
Note on the potential and the antipotential group of a given group.1915-01-01Paper
A new proof of \textit{Sylow}'s theorem.1915-01-01Paper
Theory and application of finite groups.1915-01-01Paper
Groups of substraction and division with respect to a modulus.1915-01-01Paper
History of mathematics.1915-01-01Paper
The preparation of mathematics teachers in the United States of America.1915-01-01Paper
Note on the potential and the antipotential group of a given group.1915-01-01Paper
A new proof of \textit{Sylow}'s theorem.1915-01-01Paper
Independent generators of a group of finite order.1915-01-01Paper
Successive transforms of an operator with respect to a given Operator.1915-01-01Paper
Sur le théorème de \textit{Sylow}.1915-01-01Paper
Primitive substitution groups of degree nine.1915-01-01Paper
Note on intransitive substitution groups.1915-01-01Paper
Groups which are commutator subgroups of other groups.1915-01-01Paper
Some properties of the group of isomorphisms of an abelian group.1914-01-01Paper
Note on multiply transitive solvable substitution groups.1914-01-01Paper
A non-abelian group whose group of isomorphism is abelian.1914-01-01Paper
A group of order \(p^m\) whose group of isomorphism is abelian.1914-01-01Paper
A group admitting outer isomorphisms which do not permute any sets of conjugate operators.1914-01-01Paper
Grupos: nomenclatura y notación.1914-01-01Paper
Groups of the figures of elementary geometry.1914-01-01Paper
On the \(\Phi\)-subgroup of a group.1914-01-01Paper
Remarks on the bearing of the theory of groups.1914-01-01Paper
Representation groups of well known systems of groups.1914-01-01Paper
Groups of the figures of elementary geometry.1914-01-01Paper
Note on the multiply transitive solvable substitution groups.1914-01-01Paper
The group of isomorphism of an abelian group and some of its abelian subgroups.1914-01-01Paper
Examples of normal domains of rationality belonging to elementary groups.1914-01-01Paper
Independent generators contained in a subgroup of an abelian group.1914-01-01Paper
Outer isomorphisms of a group whose inner isomorphisms form a group having the square of a prime for its order.1914-01-01Paper
Representation groups of well known Systems of groups.1914-01-01Paper
Remarks on the bearing of the theory of groups.1914-01-01Paper
Groups which contain an abelian subgroup of prime index.1913-01-01Paper
Some properties of the group of isomorphisms of an abelian group.1913-01-01Paper
Some thoughts on modern mathematical research.1913-01-01Paper
Some properties of the commutators arising from an operator of a given order.1913-01-01Paper
Maximal order of the multiplying group corresponding to a \(p\)-isomorphism of an abelian group of order \(p^m\).1913-01-01Paper
Errors in the literature on groups of finite order.1913-01-01Paper
Mathematical definitions in the new standard dictionary.1913-01-01Paper
On the representation groups of given abstract groups.1913-01-01Paper
Groups containing a given number of operators whose orders are powers of the same prime number.1913-01-01Paper
Second note on the groups generated by operators transforming each other into their inverses. (A correction.).1913-01-01Paper
A non-abelian group whose group of isomorphism is abelian.1913-01-01Paper
A group of order \(p^m\) whose group of isomorphisms is of order \(p^a\).1913-01-01Paper
The product of two or more groups.1913-01-01Paper
Groups which contain a given number of operators whose orders are powers of the same prime.1912-01-01Paper
Gauss's lemma and some related group theory.1912-01-01Paper
Second note on the groups generated by operators transforming each other into their inverses.1912-01-01Paper
A few theorems relating to \textit{Sylow} subgroups.1912-01-01Paper
Modern mathematical research.1912-01-01Paper
On the introduction of the word group as a technical mathematical term.1912-01-01Paper
Some thoughts on modern mathematical research.1912-01-01Paper
Some properties of the groups of isomorphisms.1912-01-01Paper
Infinite systems of indivisible groups.1912-01-01Paper
A third generalization of the groups of the regular polyhedrons.1912-01-01Paper
Note on the maximal cyclic subgroups of a group of order \(p^m\).1912-01-01Paper
A few theorems relating to \textit{Sylow} subgroups.1912-01-01Paper
Abstract properties of the finite groups which can be represented linearly on one variable.1912-01-01Paper
New proof of the invariants of an abelian group.1912-01-01Paper
Note on ratio matrices.1912-01-01Paper
A third generalization of the group of the regular polyhedra.1911-01-01Paper
Some properties of the group of isomorphisms.1911-01-01Paper
The group generated by two conjoints.1911-01-01Paper
On the totality of substitutions on \(n\) letters which are commutative with every substitution of a given group on the same letters.1911-01-01Paper
Tests of symmetric polynomials.1911-01-01Paper
The cyclic group as a basic element in the theory of numbers.1911-01-01Paper
On the use of the co-sets of a group.1911-01-01Paper
Isomorphisms of a group whose order is a power of a prime.1911-01-01Paper
Note on the imprimitive substitution groups.1911-01-01Paper
Abstract definitions of all substitution groups whose degrees do not exceed seven.1911-01-01Paper
Effect on the product when its factors are permuted in every possible manner.1911-01-01Paper
Groups generated by two operators satisfying two conditions.1911-01-01Paper
Number of the Abelian sub-groups in the possible groups of order \(2^m\).1911-01-01Paper
Appreciative remarks on the theory of groups.1911-01-01Paper
Some relations between substitution group properties and abstract groups.1910-01-01Paper
Note on the equation \(s_1s_2=s_2^2s_1^2,s_1\) and \(s_2\) being operators of a finite group.1910-01-01Paper
Groups generated by two operators \((s_1, s_2)\) satisfying the equation \(s_1s_2=s_2s_1^2\).1910-01-01Paper
Groups generated by two operators each of which transforms the square of the other into a power of itself.1910-01-01Paper
Groups generated by two operators each of which is transformed into a power of itself by the square of the other.1910-01-01Paper
Note on the groups generated by two operators whose squares are invariant.1910-01-01Paper
Groups involving only a small number of sets of conjugate operators.1910-01-01Paper
Groups of transformations of \textit{Sylow} subgroups.1910-01-01Paper
Multiply transitive groups of transformations of complete sets of conjugates.1910-01-01Paper
Generalizations of the tetraedral and octaedral groups.1910-01-01Paper
Generalizations of the icosaedral group.1910-01-01Paper
The founder of the group theory.1910-01-01Paper
Sur les groupes engendrés par deux opérateurs dont chacun transforme le carré de lautre en son inverse.1910-01-01Paper
The sixty-first meeting of the American Association for the advancement of science.1910-01-01Paper
Mathematics beyond the calculus.1910-01-01Paper
Note on the solution of a system of linear equations.1910-01-01Paper
Groups generated by two operators \(s_1,s_2\) satisfying the equation \(s_1s_2^2=s_2s_1^2\).1910-01-01Paper
Addition to \textit{Sylow}'s theorem.1910-01-01Paper
Groups of transformation of \textit{Sylow} subgroups.1910-01-01Paper
Extensions of theorems due to \textit{Cauchy}.1910-01-01Paper
The group generated by two conjoints.1910-01-01Paper
Generalization of the icosahedral group.1910-01-01Paper
Note on \textit{William R. Hamilton}'s place in the history of abstract group theory.1910-01-01Paper
\textit{Kronecker} and the \textit{Galois} theory of equations.1910-01-01Paper
On the solution of a system of linear equations.1910-01-01Paper
Extensions of two theorems due to \textit{Cauchy}.1910-01-01Paper
On a method due to \textit{Galois}.1910-01-01Paper
Historical sketch of the development of the theory of groups of finite order.1909-01-01Paper
The central of a group.1909-01-01Paper
Automorphisms of order two.1909-01-01Paper
Finite groups which may be defined by two operators satisfying two conditions.1909-01-01Paper
The groups which may be generated by two operators \(s_1\), \(s_2\) satisfying the equation \((s_1s_2)^\alpha= (s_2s_1)^\beta\), \(\alpha\) and \(\beta\) being relatively prime.1909-01-01Paper
Groups formed by prime residues with respect to modular systems.1909-01-01Paper
Methods to determine the primitive roots of a number.1909-01-01Paper
On the multiple holomorphs of a group.1909-01-01Paper
The sixteenth meeting of the American Association for the advancement of science.1909-01-01Paper
The future of mathematics. The popular science.1909-01-01Paper
Note on the groups generated by operators transforming each other into their inverses.1908-01-01Paper
On the groups generated by two operators satisfying the equation \(s_1s_2 = s^{-2}_2s^{-2}_1\).1908-01-01Paper
The classification of mathematics.1908-01-01Paper
Answer to a question raised by \textit{Cayley} as regards a property of abstract groups.1908-01-01Paper
Groups defined by the orders of two generators and the order of their commutator.1908-01-01Paper
On the holomorph of the cyclic group of order \(p^m\).1908-01-01Paper
Groups generated by \(n\) operators each of which is the product of the \(n - 1\) remaining ones.1908-01-01Paper
The groups of isomorphisms of the groups whose degree is less than eight.1908-01-01Paper
Note on the groups of subtraction and division, and on the hyperbolic functions.1908-01-01Paper
On the groups generated by two operators (\(s_1,s_2\)) satisfying the equation \(s_1s_2 = s^\alpha_2s^\beta_1\).1908-01-01Paper
The fifty-eighth meeting of the American Association for the Advancement of Science.1908-01-01Paper
Groups in which the subgroup which involves all the substitutions omitting a given letter is regular.1908-01-01Paper
Transitive groups of degree \(p = 2q + 1\), \(p\) and \(q\) being prime numbers.1907-01-01Paper
Third report on recent progress in the theory of groups of finite order.1907-01-01Paper
The groups which contain less than six cyclic subgroups of the same order.1907-01-01Paper
The groups of isomorphisms of the simple groups whose degree is less than fifteen.1907-01-01Paper
Generalization of the groups of genus zero.1907-01-01Paper
The groups in which every subgroup is either Abelian or Hamiltonian1907-01-01Paper
The groups which contain less than fifteen operators of order two.1907-01-01Paper
Groups in which every subgroup is either Abelian or dihedral.1907-01-01Paper
The groups generated by two operators such that each is transformed into its inverse by the square of the other.1907-01-01Paper
Groups of order \(p^{m}\) containig exactly \(p+1\) Abalian subgroups of order \(p^{m-1}\).1907-01-01Paper
On the minimum number of operators whose orders exceed two in any finite group.1907-01-01Paper
The groups generated by three operators each of which ist the product of the other two.1907-01-01Paper
Note on the commutator of two operators.1907-01-01Paper
The invariant substitutions under a substitution group.1907-01-01Paper
Note on the definition of a complete group.1907-01-01Paper
The groups which are generated by two operators of orders two and four respectively whose commutator is of order two.1907-01-01Paper
La théorie des groupes appliquée aux mathématiques élémentaires.1907-01-01Paper
Note on the use of group theory in elementary trigonometry.1907-01-01Paper
Group of order \(p^{6}\) which does not include an Abelian subgroup of order \(p^{4}\).1906-01-01Paper
The groups in which every subgroup of composite order is invariant.1906-01-01Paper
On the number of Abelian subgroups whose order is a power of a prime.1906-01-01Paper
Groups containing only three operators which are squares.1906-01-01Paper
The groups of order \(p^m\) which contain exactly \(p\) cyclic subgroups of order \(p^{\alpha}\).1906-01-01Paper
Note on the possible number of operators of order 2 in a group of order \(2^m\).1906-01-01Paper
The groups containing thirteen operators of order two.1906-01-01Paper
Groups in which all the operators are contained in a series of subgroups such that any two have only identity in common.1906-01-01Paper
Some useful groups in the teaching of elementary trigonometry.1906-01-01Paper
Groups generated by two operators which transform each other into the same power.1906-01-01Paper
Groupes contenant plusieurs opérations de l'ordre deuxième.1906-01-01Paper
The February meeting of the San Francisco section.1906-01-01Paper
Groups generated by operators which transform each other into their powers.1905-01-01Paper
On the commutators of a group of order \(p^m\).1905-01-01Paper
A new chapter in trigonometry.1905-01-01Paper
Extension of a theorem due to \textit{Sylow}.1905-01-01Paper
Determination of all the characteristic subgroups of any Abelian group.1905-01-01Paper
Determination of all the groups of order \(2^m\) which contain an odd number of cyclic subgroups of composite order.1905-01-01Paper
The groups of order \(2^m\) which contain an invariant cyclic subgroup of order \(2^{m-1}\).1905-01-01Paper
On the possible numbers of operators of order 2 in a group of order \(2^m\).1905-01-01Paper
On the invariant subgroups of prime index.1905-01-01Paper
Generalization of the Hamiltonian groups.1905-01-01Paper
Sur les sous-groupes invariants d'indice \(p^2\).1905-01-01Paper
Groups of the fundamental operations of arithmetic.1905-01-01Paper
Groups of subtraction and division.1905-01-01Paper
Some relations between number theory and group theory.1905-01-01Paper
The groups generated by two operators which have a common square.1905-01-01Paper
The February meeting of the San Francisco Section.1905-01-01Paper
The September meeting of the San Francisco Section.1905-01-01Paper
Theorems relating to quotient groups.1905-01-01Paper
Application of several theorems in number theory to group theory.1905-01-01Paper
On the subgroups of an \textit{Abelian} groups.1904-01-01Paper
On the roots of the operators of a group.1904-01-01Paper
An extension of \textit{Sylow}'s theorem.1904-01-01Paper
Note on \textit{Sylow}'s theorem.1904-01-01Paper
Extension of a fundamental theorem in group theory.1904-01-01Paper
On the generalization and extension of \textit{Sylow}'s theorem.1904-01-01Paper
Addition to a theorem due to \textit{Frobenius}.1904-01-01Paper
Meetings of the American Mathematical Society. The december meeting of the San Francisco Section.1904-01-01Paper
Meetings of the American Mathematical Society. The april meeting of the San Francisco Section.1904-01-01Paper
Meetings of the American Mathematical Society. The october meeting of the San Francisco Section.1904-01-01Paper
Two infinite systems of groups generated by two operators of order four.1904-01-01Paper
On the totitives of different orders.1904-01-01Paper
On the number of sets of conjugate subgroups.1904-01-01Paper
Sur les groupes d'opérations.1904-01-01Paper
Note on the groups whose orders are powers of an odd prime number.1903-01-01Paper
Non-Abelian groups in which every subgroup is Abelian.1903-01-01Paper
On the holomorph of a cyclic group.1903-01-01Paper
Note on Abelian groups.1903-01-01Paper
A new proof of the generalized \textit{Wilson}'s theorem.1903-01-01Paper
Meetings of the American Mathematical Society. San-Francisco Section, December Meeting.1903-01-01Paper
Meetings of the American Mathematical Society. San-Francisco Section, April Meeting.1903-01-01Paper
On the groups of the figures of elementary geometry.1903-01-01Paper
An elementary example of modular systems.1903-01-01Paper
Sur les groupes de substitutions.1903-01-01Paper
On the \textit{Mathieu} system of triply transitive groups.1902-01-01Paper
A fundamental theorem with respect to transitive substitution groups.1902-01-01Paper
Second report on recent progress in the theory of groups of finite order.1902-01-01Paper
On the groups of order \(p^m\) which contain operators of order \(p^{m-2}\).1902-01-01Paper
Groups defined by the orders of two generators and the order of their product.1902-01-01Paper
On a method of constructing all the groups of order \(p^m\).1902-01-01Paper
Note on the group of isomorphisms of a group of order \(p^m\).1902-01-01Paper
On the abelian groups which are conformal with non-abelian groups.1902-01-01Paper
Determination of all the groups of order \(p^m, p\) being any prime, which contain the abelian group of order \(p^{m-1}\) and of type \((1, 1, 1, \dots)\).1902-01-01Paper
On the groups generated by two operators of orders two and three respectively whose product is of order six.1902-01-01Paper
On the group of isomorphisms of an Abelian group.1902-01-01Paper
Gruppi d'ordine \(p^m\) (\(p\) primo) non conformi con gruppi abeliani.1902-01-01Paper
Sur les groupes de substitutions.1902-01-01Paper
In a simple group of an odd composite order every system of conjugate operators or subgroups includes more than fifty.1901-01-01Paper
On the transitive substitution groups whose order is a power of a prime number.1901-01-01Paper
On the groups generated by two operators.1901-01-01Paper
On holomorphisms and primitive roots.1901-01-01Paper
Über einem elementaren Satz aus der Theorie der Substitutionen.1901-01-01Paper
On an infinite system of conformal groups.1901-01-01Paper
Determination of all the groups of order \(p^m\) which contain the Abelian group of type \((m-2,1)\), \(p\) being any prime.1901-01-01Paper
On the groups generated by two operators of order three whose product is also of order three.1901-01-01Paper
On a special class of Abelian groups.1901-01-01Paper
The fifteenth annual meeting of the American Association for the advancement of Science.1901-01-01Paper
On the history of several fundamental theorems in the theory of groups of finite order.1901-01-01Paper
Sur les groupes d'opérations.1901-01-01Paper
List of the intransitive substitution groups of degree eleven.1900-01-01Paper
Report on the groups of an infinite order.1900-01-01Paper
On the transitive substitution groups of degree seventeen.1900-01-01Paper
On the primitive substitution groups of degree ten.1900-01-01Paper
Note on Netto's theory of substitutions.1900-01-01Paper
On the product of two substitutions.1900-01-01Paper
On the groups which have the same group of isomorphisms.1900-01-01Paper
Sur les groupes des isomorphismes.1900-01-01Paper
On the transitive substitution groups which are isomorphic to a given group.1900-01-01Paper
On the groups which are the direct products of two subgroups.1900-01-01Paper
On the holomorph of the cyclical group and some of its subgroups.1900-01-01Paper
Sur plusieurs groupes simples.1900-01-01Paper
Proof that there is no simple group whose order lies between 1092 and 2001.1900-01-01Paper
A popular account of some new fields of thought in mathematics.1900-01-01Paper
Some elements of substitution groups.1900-01-01Paper
Examples of a few elementary groups.1900-01-01Paper
On the groups of operations.1899-01-01Paper
Memoir on the substitution-groups whose degree does not exceed eight.1899-01-01Paper
On several classes of simple groups.1899-01-01Paper
Note on the simply transitive primitive groups.1899-01-01Paper
On the commutators of a given group.1899-01-01Paper
Note on the group of isomorphisms.1899-01-01Paper
On the operation groups whose order is less than 64 and those order is \(2p^3\), \(p\) being any prime number.1899-01-01Paper
The forty-eighth annual meeting of the American Association for the advancement of science.1899-01-01Paper
On the simple groups which can be represented as substitution groups that contain cyclical substitutions of a prime degree.1899-01-01Paper
Report on recent progress in the theory of the groups of a finite order.1898-01-01Paper
On the simple isomorhisms of a Hamiltonian group.1898-01-01Paper
Note on Burnside's theory of groups.1898-01-01Paper
On the hamiltonian groups.1898-01-01Paper
On the primitive substitution groups of degree sixteen.1898-01-01Paper
On the perfect groups.1898-01-01Paper
On the commutator groups.1898-01-01Paper
On the limit of transitivity of the multiply transitive substitution groups that do not contain the alternating group.1898-01-01Paper
On an extension of Sylow's theorem.1898-01-01Paper
On the Hamilton groups.1898-01-01Paper
On the groups which can be represented as multiply transitive substitution groups.1898-01-01Paper
On the total number of the transitive substitution groups that have a \(1,\alpha\) isomorphism to a given group.1898-01-01Paper
On the transitive substitution groups of degrees thirteen and fourteen.1898-01-01Paper
On the quaternion group.1898-01-01Paper
On the simple isomorphisms of a substitution-group to itself.1898-01-01Paper
On the groups which are determined by a given group.1898-01-01Paper
On a method to construct intransitive substitution groups.1898-01-01Paper
On the representation of a group of finite order as a substitution group.1898-01-01Paper
On an important theorem with respect to the operation groups of order \(p^\alpha\), \(p\) being any prime number.1897-01-01Paper
On the supposed five-fold transitive function of 24 elements and \(19!\div48\) values.1897-01-01Paper
On the transitive substitution groups whose orders are the products of three prime numbers.1897-01-01Paper
The non-regular transitive substitution groups whose order is the product of three unequal prime numbers.1897-01-01Paper
On the primitive substitution groups of degree fifteen.1897-01-01Paper
Sur l'énumération des groupes primitifs dont le degré est inférieur à 17.1897-01-01Paper
The transitive substitution groups of order \(8p\), \(p\) being any prime number.1897-01-01Paper
On the transitive substitution groups that are simply isomorphic to the symmetric or the alternating group of degree six.1897-01-01Paper
List of transitive substitution groups of degree twelve.1896-01-01Paper
The regular substitution groups whose order is less than 48.1896-01-01Paper
On several theorems on operation groups.1896-01-01Paper
On the lists of all the substitution groups that can be formed with a given number of elements.1896-01-01Paper
The substitution groups whose order is the product of two unequal prime numbers.1896-01-01Paper
The non-regular transitive substitution groups whose order is the cube of any prime number.1896-01-01Paper
The substitution groups whose order is four.1896-01-01Paper
The operation groups of order \(8p\), \(p\) being any prime number.1896-01-01Paper
Sur les groupes de substitutions.1896-01-01Paper
Sur les groupes de substitutions.1896-01-01Paper
A simple proof of a fundamental theorem of substitution groups, and several applications of the theorem.1895-01-01Paper
An instance where a well-known test to prove the simplicity of a simple group is insufficient.1894-01-01Paper
Note on the transitive substitution groups of degree twelve.1894-01-01Paper
Intransitive substitution groups of ten letters.1894-01-01Paper
On the non-primitive substitution groups of degree ten.1894-01-01Paper
Note on substitution groups of eight letters.1893-01-01Paper
An introduction to the study of determinants, with examples and applications.1892-01-01Paper

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