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Improper Integrals Involving Powers of Inverse Trigonometric and Hyperbolic Functions
Three classes of improper integrals involving higher powers of arctanh, arctan, and arcsin are examined using the recursive approach. Numerous explicit formulae are established, which evaluate these integrals in terms of π, ln2, the Riemann zeta function,
Chunli Li, Wenchang Chu
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Adaptive Integration and Improper Integrals [PDF]
Let R be the class of all functions that are properly Riemann-integrable on [0, 1], and let IR be the class of all functions that are properly Riemann-integrable on [ a , 1] for all
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On improper multiple integrals [PDF]
ibln,) (XIls XM )d2t when n1, n2k . In both the writings of JORDAN and VALLUE-POUSSIN the field of integration 2f is more or less restricted. The theory of JORDAN requires 2t to have inner points; moreover much of it is essentially limited to measurable fields. The fields considered by VALLUE-POUSSIN are even more restricted.
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The improper 2-refined neutrosophic integrals [PDF]
Given the growing body of research surrounding neutrosophic logic and its increasing recognition across various scientific disciplines, it became essential to extend our efforts within this domain—particularly in the area of neutrosophic calculus.
Suliman Sheen +3 more
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Calculation of integrals in MathPartner
We present the possibilities provided by the MathPartner service of calculating definite and indefinite integrals. MathPartner contains software implementation of the Risch algorithm and provides users with the ability to compute antiderivatives for ...
Gennadi I. Malaschonok +1 more
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Converse Theorems for the Cesàro Summability of Improper Integrals
In thispaper we prove converse theorems to obtain usual convergence of improperintegrals from Cesàro summability.
Sefa Anıl Sezer, Rahmet Savaş
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The method of analytical preconditioning combines the discretization and the analytical regularization of a singular integral equation in a single step.
Mario Lucido
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TEOREMA RESIDU DAN APLIKASINYA DALAM INTEGRAL TAK WAJAR
In this study discusses about the solve of improper integral uses ordinary step and the solve uses residu theorem. For the ordinary step is used the concept of integral and substitution integral, and the for the residu theorem is used the concept of a ...
MOH. ATKURRAHMAN +2 more
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CALCULATION OF THE IMPROPER INTEGRALS FOR FOURIER BOUNDARY ELEMENT METHOD
The traditional Boundary Element Method (BEM) is a collection of numerical techniques for solving some partial differential equations. The classical BEM produces a fully populated coefficients matrix.
Edyta Łukasik +2 more
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