Pages that link to "Item:Q559421"

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

Displaying 50 items.

• Concerning logical principles. (Q1437015) (← links)
• Some commutation formulas in the algebra of quantum mechanics. (Q1437518) (← links)
• On vectors whose components are quantum variables. (Q1437519) (← links)
• The Boulder colloquium. (Q1438197) (← links)
• On the mapping of the quadruples of the involutorial \(G_4\) in a plane upon a Steiner surface. (Q1438313) (← links)
• On the maximum deficiency of r-space curves. (Q1438340) (← links)
• On certain loci of lines incident with curves and surfaces in fourspace. (Q1438353) (← links)
• On the foundations of infinitesimal geometry. (Q1438408) (← links)
• Modern hydrodynamic theory, with special reference to aeronautics. (Q1438755) (← links)
• On some functions connected with \(\varphi (n)\). (Q1439337) (← links)
• Homographic circles or clocks. (Q1439529) (← links)
• The approximation of harmonic functions by harmonic polynomials and by harmonic rational functions. (Q1439743) (← links)
• An application of tensor analysis to the first variation of an integral. (Q1439764) (← links)
• The characteristic equation of a matrix. (Q1440155) (← links)
• Note on the characteristic equation of a matrix. (Q1440182) (← links)
• Solution of the polynomial equation \(P(A,X)=0\) in matrices. (Q1440183) (← links)
• Polynomials \(f(\varphi (x))\) reducible in fields in which \(f(x)\) is irreducible. (Q1440210) (← links)
• A rational normal form for certain quartics. (Q1440230) (← links)
• A new normal for quartic equations. (Q1440231) (← links)
• A rational normal for certain quartics. (Q1440252) (← links)
• A new normal form for quartic equations. (Q1440253) (← links)
• Tschirnhausen transformations on certain rational cubics. (Q1440254) (← links)
• A reduced Bernoulli polynomial and its properties. (Q1440256) (← links)
• The derivation of algebraic invariants by tensor algebra. (Q1440264) (← links)
• A characteristic property of a co-set. (Q1440317) (← links)
• On the existence of linear algebras in Boolean algebras. (Q1440374) (← links)
• The polar curves of plane algebraic curves in the Galois fields. (Q1440393) (← links)
• Note on the Plücker equations for plane algebraic curves in a Galois field. (Q1440394) (← links)
• A further note on the converse of Fermat's theorem. (Q1440398) (← links)
• Ternary characteristics of primes. (Q1440416) (← links)
• Certain class-number relations implied in the Nachlaß\ of Gauß. (Q1440443) (← links)
• Generalizations of the theorem of Fermat and Cauchy on polygonal numbers. (Q1440448) (← links)
• Extended polygonal numbers. (Q1440449) (← links)
• Note on interchange of order of limits. (Q1440588) (← links)
• Factorial series in two variables. (Q1440629) (← links)
• On the inversion of analytic transformations. (Q1440695) (← links)
• Linear integral inequalities of the first kind. (Q1440753) (← links)
• Sequences of functions which define a definite integral containing a parameter. (Q1440755) (← links)
• Differentiation with respect to a parameter of the Cauchy principal value of an improper integral. (Abstract) (Q1440756) (← links)
• On uniform absolute continuity. (Q1440853) (← links)
• A class of totally discontinuous functions. II. (Q1440854) (← links)
• On certain criteria for the summability of integrals. (Q1440856) (← links)
• Behavior at infinity of functions determined by their initial values. (Q1440857) (← links)
• On the approximate representation of a given function by means of polynomials in another given function. (Q1440858) (← links)
• On the convergence of polynomials of approximation on an infinite interval. (Q1440860) (← links)
• On a linear addition theorem in three arguments. (Q1440861) (← links)
• The convergence of double Fourier series of a certain type. (Q1440872) (← links)
• Note on a convergence proof. (Q1440899) (← links)
• On a general problem of summability of Fourier series. (Q1440930) (← links)
• On the expansion of functions in terms of orthogonal polynomials. (Q1440933) (← links)