On certain improper integrals
M. Krakowski (1971)
Applicationes Mathematicae
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Displaying similar documents to “Integrals of Frullani type and the method of brackets”
On certain improper integrals
On Eulerian integrals associated with Kampé de Fériet's function.
H.M. Srivastava, Martha C. Daoust (1969)
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Relations between extrema of parametrical integrals and ordinary integrals
M. A. Wolanowski (1977)
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On the representation of functions by trigonometrical integrals
N? Wiener (1926)
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On tempered integrals and derivatives of non-negative orders
Krystyna Skórnik (1981)
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Algorithms 73-76. Four algorithms for evaluation of improper integrals
Z. Cylkowski (1980)
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Double integrals involving Legendre functions
B. L. Sharma (1969)
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On Eulerian integrals of the first and second kind associated with multiple hypergeometric series
B. Martić (1973)
Matematički Vesnik
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A method of extending to multiple integrals properties of simple integrals.
B.H. Camp (1914)
Mathematische Annalen
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The Reduction of Two Dimensional Integrals into a Finite Number of One Dimensional Integrals
FRANK STENGER (1971)
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An analytical method for calculation of integrals appearing in approximate solutions of deformable body mechanics
T. Wegner (1988)
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Superintegrability and time-dependent integrals
Ondřej Kubů, Libor Šnobl (2019)
Archivum Mathematicum
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While looking for additional integrals of motion of several minimally superintegrable systems in static electric and magnetic fields, we have realized that in some cases Lie point symmetries of Euler-Lagrange equations imply existence of explicitly time-dependent integrals of motion through Noether’s theorem. These integrals can be combined to get an additional time-independent integral for some values of the parameters of the considered systems, thus implying maximal superintegrability....