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Mathematical Physics- Special Functions: Orthogonality of Legendre’s Polynomials
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This is completely voluntary, these donations can help increase the quality of the videos and the lectures overall. Special Functions: Orthogonality of Legendre’s Polynomials
Integral of the product of Pn(x)and Pm(x)with respect to x between the limits-1 and +1is equal to Kronecker delta. This theorem has been defined and proved.
Integral of the product of Pn(x)and Pm(x)with respect to x between the limits-1 and +1is equal to Kronecker delta. This theorem has been defined and proved.
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