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Links with this icon indicate that you are leaving the CDC website The Centers for Disease Control and Prevention (CDC) cannot attest to the accuracy of a nonfederal website Linking to a nonfederal website does not constitute an endorsement by CDC or any of its employees of the sponsors or the information and products presented on the websiteE(X) = Z ∞ −∞ xf(x)dx, continuous case E(X) is also referred to as the first moment or mean of X (or of its distribution) Higher moments E(), n ≥ 1 can be computed via E() = X∞ k=−∞ knp(k), discrete case, E() = Z ∞ −∞ xnf(x)dx, continuous case, and more generally E(g(X)) for a function g = g(x) can be computed via EE(X) = Z ∞ −∞ xf(x)dx, continuous case E(X) is also referred to as the first moment or mean of X (or of its distribution) Higher moments E(), n ≥ 1 can be computed via E() = X∞ k=−∞ knp(k), discrete case, E() = Z ∞ −∞ xnf(x)dx, continuous case, and more generally E(g(X)) for a function g = g(x) can be computed via E

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X Z ° ÿ t _ Å Ñ ½ X e & x · Ð _ M Û _ ´ ¢ Ô Ð j ° t ­ t ó Ñ ½ b Ì Ì f · ´ 0 k , Ì e · X c K Ð j Ð j N X Û _ ´ ¢ Ô Ð j ¢ Ð j X ± ó Ø ¤ ¯ X ¢ Ô ± ¸ ° Ç ¤ Ü u £ _ M 0 k , Ì e , < Í ¸ , Ì e , < · ã ñ ° t ó2 STURMLIOUVILLE PROBLEMS GENERALIZED FOURIER SERIES Note that y ≡ 0 is a solution of the SLProblem (1) It is the trivial solution For most values of the parameter , problem (1) has only the trivial solutionAn eigenvalue of the the SLproblem (1) is a value of for which a nontrivial solution exist The nontrivial solution is called an eigenfunctionThis document contains confidential and proprietary information and all design, manufacturing, reproduction, use, patent rights and sales rights are expressly reserved by samtec,

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