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1
Tables numériques des polynomes de Legendre Pn,o (cos [theta]) et des fonctions associées Pn,j (cos [theta]) ainsi que de leurs intégrales P̳ jusqu'à n=15 et j=4, pour l'argume...
[Bruxelles] : [Palais des académies], 1949Format: Book
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2
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3
Tables of solutions of Legendre's equations for indices of nonintregral order
[Washington], [Available from Office of Technical Services, U.S. Dept. of Commerce] 1960Format: Government Document Book
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4
Fonctions sphériques de Legendre et fonctions sphéroïdales.
Paris : Gauthier-Villars, 1957Format: Book
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5
Tables of functions of first and second partial derivatives of Legendre polynomials
[Ann Arbor] : Engineering Research Institute, University of Michigan, 1951Format: Book
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6
Tables and formulae for the spherical functions [Greek letter rho superscript m 1/2 + i subscript Greek letter tau (z)]
Oxford, New York : Pergamon Press, 1966
[1st English ed.].Format: Book
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7
Matrices for transforming legendre polynomial coefficients between laboratory and center of mass systems
Lemont, Ill. : Argonne National Laboratory, 1959Format: Government Document Book
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8
Explicit arithmetic of Jacobians of generalized Legendre curves over global function fields
Providence, RI : American Mathematical Society, 2020Format: Book
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9
A method of generating multigroup transfer matrices using an analytic angular integration free of truncation error
Washington, D.C. : Nuclear Regulatory Commission, Office of Inspection and Enforcement, 1978Format: Government Document Book
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10
Legendre-Tau approximation for functional differential equations Part III, Eigenvalue approximations and uniform stability
Hampton, Va. : National Aeronautics and Space Administration, Langley Research Center, 1984Format: Government Document Book
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11
Legendre-Tau approximation for functional differential equations. Part III, Eigenvalue approximations and uniform stability
Hampton, Va. : National Aeronautics and Space Administration, Langley Research Center, 1984Format: Government Document Book
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12
Legendre-Tau approximation for functional differential equations. Part II, The linear quadratic optimal control problem
Hampton, Va. : National Aeronautics and Space Administration, Langley Research Center, 1984Format: Government Document Book
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13
Convergence and summability of the Heine and Neumann series of Legendre polynomials.
1969Format: Thesis Book
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14
Tables of Legendre polynomials, P[subscript eta] (cos [Theta]) For [eta]=0(1) 80 and [Theta]=0? (1?) 180?
[Ann Arbor] : Engineering Research Institute, University of Michigan, 1957Format: Book
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15
Verallgemeinerung eines Hilbertschen Satzes über das Verhalten einer mit den Legendreschen Polynomen zusammenhängenden quadratischen Form.
Berlin : Akademie-Verlag, 1948Format: Book
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16
Table of Legendre functions of the second kind, Qn (X).
Livermore, Calif., University of California, Lawrence Radiation Laboratory, 1960Format: Government Document Book
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17
Legendre expansion coefficients for the angular distribution of elastically scattered neutrons and fast-neutron cross sections for deuterium, geryllium, carbon, oxygen, zirconium,...
San Diego, Calif. : Washington, D.C. : General Atomic Division of General Dynamics ; Available from the Office of Technical Services, Department of Commerce, 1961Format: Government Document Book