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ankush goswami. Apparently, this user prefers to keep an air of mystery about them. 0 answers. 1 question. ~772 people reached. Member for 2 years, 6 months ...
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Analytic Number Theory, Modular Forms and q-Hypergeometric Series: In...
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Gathered from the Gainesville Number Theory Conference honoring Krishna Alladi on his 60th birthday, these proceedings present recent research in number...
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Full text of "A characterization of a prime $p$ from the binomial...
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The authors are also thankful to Ankush Goswami for cleaning up the exposition in the proof of Theorem The second named author would also like to ...
Related Documents
[ ] A $q$-analogue for Euler's $ζ(6)=π^6/945$
arxiv.org
Authors: Ankush Goswami. (Submitted on 22 Feb 2018). Abstract: We give a -analogue of . Our main results are stated in Theorems 2.1 and 2.2 below.
Proof of Legendre's Conjecture – ScienceOpen
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Proof of Legendre's Conjecture. Authors: Ankush Goswami. Publication date (Updated): ArXiv ID: License: ... Authors. Ankush Goswami ...
[ ] Proof of Legendre's Conjecture
arxiv.org
Authors: Ankush Goswami. (Submitted on 26 Nov (v1), last revised 28 Nov (this version, v2)). Abstract: Legendre's conjecture states that there exists a prime between and , for every positive integer . Here I prove that for sufficiently large , there is a prime number between and . The proof relies on the idea of ...
[ ] A $q$-analogue for Euler's evaluations of the Riemann...
arxiv.org
Submission history. From: Ankush Goswami [view email] [v1] Tue, 6 Mar :11:52 GMT (8kb) [v2] Sat, 8 Sep :18:13 GMT (9kb).
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Ankush Goswami - YouTube
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MathematiX Club | Gaurish4Math
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Special Unitary Group (SU2) – Ankush Goswami (B08) – Wednesday, 27 October, A tour to NonEuclidean Geometry - Jitendra Prakash (B08) ...
National Institute of Science Education and Research – Chemistry with...
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Ankush Goswami | LinkedIn
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Ankush goswami - Senior Associate | LinkedIn
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View Ankush goswami’s profile on LinkedIn, the world's largest professional community. Ankush has 1 job listed on their profile. See the complete profile on ...
Ankush Goswami - Google Scholar
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Postdoc, Indian Institute of Technology Gandhinagar - Cited by 23 - Analytic number theory - q-series and partitions - modular forms - quantum...
Ankush Goswami's Problem Solver Profile on IdeaConnection
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Ankush Goswami's Problem Solving Experience: I am trying to use sieve ideas to different problems in number theory
Ankush Goswami
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Innovative People. Ankush Goswami. Ankush Goswami Number theory, combinatorics. Languages Ankush Goswami speaks: English French Hindi. Contact Me ...
Ankush Goswami's Education Profile on IdeaConnection
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Ankush Goswami · Ankush Goswami. Doing my PhD studies in pure mathematics. Contact Me Update My Profile · Ankush Goswami is a Problem Solver.
Ankush Goswami | University of Florida - Academia.edu
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Ankush Goswami (@AnkushGoswami) — 9 Antworten | ASKfm
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[ v1] A q-analogue for Euler's...
arxiv.org
Authors: Ankush Goswami. (Submitted on 6 Mar (this version), latest version 8 Sep (v2)). Abstract: We give a -analogue of Euler's formula for for .
A $q$-analogue for Euler's $\zeta(6)=\pi^6/945$
scirate.com
Ankush Goswami. We give a q -analogue of ζ ( 6 ) = π Our main results are stated in Theorems 2.1 and 2.2 below. Submitted 22 Feb to Number Theory [math.NT] Published 26 Feb http://arxiv.org/abs · http://arxiv.org/pdf pdf ...
A OEIS
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Ankush Goswami, A q-analogue for Euler's ζ(6) = π^ (2018). FORMULA. zeta(6) = 8/3*2^6/(2^6 - 1)*( sum {n even} n^2*p(n)/(n^2 - 1)^7 ), where p(n) = n^6 ...
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Current details for ABN | ABN Lookup
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... all trading names and only display registered business names. For more information, click help. Trading name, From. ANKUSH GOSWAMI, 08 Sep
GNV.NT.ALLADI.60
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... Oscar Gonzalez, University of Puerto Rico at Rio Piedras; Ankush Goswami, University of Florida; Paul Jenkins, Brigham Young University; Jin Seokho, KIAS ...
Shop it today India Pvt Ltd Complaints
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Complete list of Shop it today India Pvt Ltd complaints. Scam, unauthorized charges, rip off, defective product, poor service.
The Flower Problem - Gonit Sora (গণিত চ'ৰা)
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A simple puzzle on linear equations and ratios involving flowers, priest and temples.
Six Degrees of Separation: Math Quest - Gonit Sora
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Six degrees of separation is the theory that everyone is connected by atmost six people in the world. The concept of an Erdos number is an analogous concept in...
[ ] A $q$-analogue for Euler's $\zeta(6)=\pi^6/945$
arxiv-export-lb.library.cornell.edu
Submission history. From: Ankush Goswami [view email] [v1] Thu, 22 Feb :27:01 GMT (4kb) [v2] Sat, 8 Sep :27:43 GMT (21kb).
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