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Legendre equation
(redirected from Legendre's equation)

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Legendre equation [lə′zhän·drə i‚kwā·zhən]

(mathematics)

The second-order linear homogeneous differential equation (1 -x²)y″ - 2xy′ +v(v+ 1)y= 0, wherevis real and nonnegative.

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Legendre
Legendre contact transformation
Legendre equation
Legendre function
Legendre polynomials
Legendre transformation
Legendre's equation
Legendre's symbol
Legendre, Adrien Marie
Léger, Alexis Saint-Legér
Léger, Fernand
leggy
Legh, Rowland
leghorn

Legendre polymonial
Legendre polymonial
Legendre polynomial
Legendre polynomial
Legendre polynomials
Legendre polynomials
Legendre rational function
Legendre rational functions
Legendre relation
Legendre sieve
Legendre symbol
Legendre symbols
Legendre transform
Legendre transform
Legendre transformation
Legendre transformation

Legendre Transformations
Legendre Transformations
Legendre wavelet
Legendre's chi-function
Legendre's conjecture
Legendre's constant
Legendre's differential equation
Legendre's differential equation
Legendre's equation
Legendre's symbol
Legendre, Adrien Marie
Legendre, Adrien-Marie
Legendre-Fenchel transformation
Legendrian knot
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