Harry Bateman 1882-1946
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Publication:5787424
DOI10.1090/S0002-9904-1948-08955-8zbMath0031.09903WikidataQ56336056 ScholiaQ56336056MaRDI QIDQ5787424
Publication date: 1948
Published in: Bulletin of the American Mathematical Society (Search for Journal in Brave)
Cites Work
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- The polynomial \(F_n(x)\)
- Two systems of polynomials for the solution of Laplace's integral equation
- The polynomial \(F_n(x)\) and its relation to other functions
- SOUND RAYS AS EXTREMALS
- Solutions of a Certain Partial Differential Equation
- On Dissipative Systems and Related Variational Principles
- Relations between Confluent Hypergeometric Functions
- Lagrange's Compound Pendulum
- Logarithmic Solutions of Bianchi's Equation
- Sidelights on Electromagnetic Theory
- Selective Functions and Operations
- Some Expansion Associated with Bessel Functions
- A partial differential equation connected with the functions of the parabolic cylinder
- Progressive Waves of Finite Amplitude and Some Steady Motions of an Elastic Fluid
- Haley's Methods for Solving Equations
- Integrals Involving Legendre Functions
- A Partial Differential Equation Associated with Poisson's Work on the Theory of Sound
- The Transformation of a Lagrangian Series into a Newtonian Series
- On some symmetrical potentials and the partial differential equationV ssxx+V ssyy+V tt=0
- The Influence of Tidal Theory upon the Development of Mathematics
- Some Integral Equations of Potential Theory
- Some integral relations
- The Polynomial of Mittag-Leffler
- The control of an elastic fluid
- Some simple differential difference equations and the related functions
- The transformation of partial differential equations
- A Guide to Tables of Bessel Functions
- The solution of harmonic equations by means of definite integrals
- Some Asymptotic Relations
- An Orthogonal Property of the Hypergeometric Polynomial
- Note on the Function F(a, b; c — n; z)
- Transmission of Light from a Point Source in a Medium Bounded by Diffusely Reflecting Parallel Plane Surfaces*
- Two Integral Equations
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