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THE EVALUATION OF A QUARTIC INTEGRAL VIA SCHWINGER, SCHUR AND BESSEL
"... Abstract. We provide additional methods for the evaluation of the integral Z ∞ dx N0,4(a; m):= 0 (x4 + 2ax2 + 1) m+1 where m ∈ N and a ∈ (−1, ∞) in the form π N0,4(a; m) = ..."
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Abstract. We provide additional methods for the evaluation of the integral Z ∞ dx N0,4(a; m):= 0 (x4 + 2ax2 + 1) m+1 where m ∈ N and a ∈ (−1, ∞) in the form π N0,4(a; m) =
A by-product of an integral evaluation
, 2010
"... Schur polynomials are used to effectively prove certain evaluations of definite integrals. ..."
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Schur polynomials are used to effectively prove certain evaluations of definite integrals.
