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Shanker, Hari
- Parabolic Cylinder Functions which are Hankel-Transforms of each Other
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1 Anglo-Arabic College, Delhi, IN
1 Anglo-Arabic College, Delhi, IN
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The Journal of the Indian Mathematical Society, Vol 10 (1946), Pagination: 62-64Abstract
Parabolic Cylinder Functions which are Hankel-Transforms of each Other.
- On Integral Representation for Whittaker Functions
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1 Delhi, IN
1 Delhi, IN
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The Journal of the Indian Mathematical Society, Vol 9 (1945), Pagination: 42-46Abstract
A result that can be verified by term by term integration, which is quite legitimate.- Some Infinite Integrals Involving Cylinder Functions
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1 Anglo-Arabic College, Delhi, IN
1 Anglo-Arabic College, Delhi, IN
Source
The Journal of the Indian Mathematical Society, Vol 8 (1944), Pagination: 57-60Abstract
Some Infinite Integrals Involving Cylinder Functions.- On Confluent Hypergeometric Functions which are Hankel-Transforms of Each Other
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1 Anglo-Arabic College, Delhi, IN
1 Anglo-Arabic College, Delhi, IN
Source
The Journal of the Indian Mathematical Society, Vol 7 (1943), Pagination: 63-67Abstract
On Confluent Hypergeometric Functions which are Hankel-Transforms of Each Other.- A Note on Certain Self-Reciprocal Functions
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1 Delhi University, IN
1 Delhi University, IN
Source
The Journal of the Indian Mathematical Society, Vol 5 (1941), Pagination: 44-45Abstract
In a recent issue of this Journal, Dr. Dhar has investigated some types of functions, which are self-reciprocal in the Hankel-Transform.- On Functions which are Hankel-Transforms of Each Other
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1 Anglo-Arabic College, Delhi, IN
1 Anglo-Arabic College, Delhi, IN
Source
The Journal of the Indian Mathematical Society, Vol 5 (1941), Pagination: 109-112Abstract
On Functions which are Hankel-Transforms of Each Other.- On Integral Representation of Weber's Parabolic Cylinder Function and its Expansion into an Infinite Series
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1 Anglo-Arabic College, Delhi, IN
1 Anglo-Arabic College, Delhi, IN
Source
The Journal of the Indian Mathematical Society, Vol 4 (1940), Pagination: 34-38Abstract
In the present paper, I propose to look for an allied integral involving the parabolic cylinder function of an arbitrary order, which may represent Dn(z) and may thus furnish a source for an infinite series of the type (1) that may hold for all arbitrary values of m without restriction.- On Certain Integrals and Expansions Involving Weber's Parabolic Cylinder Functions
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1 Anglo-Arabic College, Delhi, IN
1 Anglo-Arabic College, Delhi, IN
Source
The Journal of the Indian Mathematical Society, Vol 4 (1940), Pagination: 158-166Abstract
Several integrals and expansions involving parabolic cylinder functions have been given by different investigators; the object of the present paper is to obtain a few more that can be readily deduced from the Addition Theorem.- On the Expansion of the Parabolic Cylinder Function in a Series of the Product of Two Parabolic Cylinder Functions
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Authors
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1 Delhi University, IN
1 Delhi University, IN