Pages that link to "Item:Q559421"

The following pages link to Bulletin of the American Mathematical Society (Q559421):

Displaying 50 items.

• Early ``proofs'' of the impossibility of a fourth dimension of space. (Q1448509) (← links)
• Methods of tangents in the seventeenth century. (Q1448510) (← links)
• The so-called Naperian logarithms. (Q1448511) (← links)
• The research manuscript and library of Dr. Robert Adrain, professor of mathematics at Rutgers, Columbia, and Pennsylvania, Preliminary report. (Q1448513) (← links)
• Felix Klein. An appreciation. (Q1448514) (← links)
• On quantifiers for general propositions. (Q1448554) (← links)
• On the use of fractions in the algebra of logic. (Q1448635) (← links)
• Some theorems on deducibility. (Q1448636) (← links)
• On two new quantifiers for general propositions. (Q1448637) (← links)
• On a type of completeness characterizing the general laws for separation of point pairs. (Q1448638) (← links)
• Note on commutative matirces, roots of matirces and induced transformations. (Q1448830) (← links)
• On determinants expressed in terms of their principal minors. (Q1448831) (← links)
• In certain symmetric sums of determinants. (Q1448832) (← links)
• Some relations involving sums of determinants. (Q1448833) (← links)
• Note on skew symmetric determinants of higher dimensions. (Q1448835) (← links)
• An approximation to the least root of a cubic equation with application to the determination of units in pure cubic fields. (Q1448856) (← links)
• On the solution of higher degree algebraic equations. (Q1448857) (← links)
• On the de Longchamps circle of the triangle. (Q1448932) (← links)
• Rational triangles in which one angle is a rational multiple of another. (Q1448933) (← links)
• On definitions and transformation theorems in the theory of the homography. (Q1449041) (← links)
• Representation of the finite projective geometries by means of abelian groups. (Q1449042) (← links)
• Collineation groups in the finite geometries. (Q1449043) (← links)
• Self-projective plane \(5\)-points. (Q1449044) (← links)
• On triadic Cremona nets. (Q1449045) (← links)
• Space involutions having a web of invariant rational surfaces. (Q1449046) (← links)
• A special involution of the fifth degree. (Q1449047) (← links)
• On system of conics associated with point-to-point transformations of the plane. (Q1449048) (← links)
• Note on six points in a plane and the six conics determined by them. (Q1449071) (← links)
• Nepolar locus of a point with respect to a conic. (Q1449072) (← links)
• On the classification of conics in hyperbolic geometry. (Q1449074) (← links)
• Pencils of conics in the Galois fields of order 2. (Q1449075) (← links)
• Note on rational plane cubics. (Q1449104) (← links)
• Notes on the rational plane cubic curve. (Q1449105) (← links)
• Consecutive multiple points of algebraic curves. (Q1449130) (← links)
• Invariants of a poristic system ot triangles. (Q1449131) (← links)
• The invariant conditions for some compound singularities of the plane rational quartic. (Q1449133) (← links)
• The relation between Goursat's cubics. (Q1449134) (← links)
• On harmonic cubics. (Q1449135) (← links)
• Plane cubic curves in the Galois fields of order \(p^n\), \(p > 2\). (Q1449137) (← links)
• On triple systems and their connection with certain problems of algebraic geometry and analysis situs. (Q1449213) (← links)
• On the singularities of algebraic surfaces and varieties. (Q1449214) (← links)
• The loci of point singularities on a generalized Kummer surface in odd \(S_{n-1}\). (Q1449215) (← links)
• Self-dual space curves. (Q1449216) (← links)
• Cubic curves and desmic surfaces. II. (Q1449217) (← links)
• On the correspondence between space sextic curves and plane quartics in four-space. (Q1449236) (← links)
• A generalization of the tetrahedral complex in odd \(S_{n-1}\). (Q1449246) (← links)
• The existence of Minkowski's linear measure for a simple curve. (Q1449272) (← links)
• Note on differential inversive geometry. (Q1449274) (← links)
• Remarks on differential inversive geometry. (Q1449275) (← links)
• A formula for the inversive curvature. (Q1449276) (← links)