ProfileOfResearchers

Identified 246

211

TITLE: Construction of Novel Binomial Expansion
AUTHORS: Annamalai C;
PUBLISHED: 2022, SOURCE: SSRN Electronic Journal

INDEXED IN:

IN MY:

212

TITLE: A Generalized Method for Proving the Theorem derived from the Binomial Coefficients in Combinatorial Geometric Series
AUTHORS: Annamalai C;
PUBLISHED: 2022, SOURCE: SSRN Electronic Journal

INDEXED IN:

IN MY:

213

TITLE: A Theorem on Binomial Series
AUTHORS: Annamalai C;
PUBLISHED: 2022, SOURCE: SSRN Electronic Journal

INDEXED IN:

IN MY:

214

TITLE: A Theorem on Successive Partitions of Binomial Coefficient
AUTHORS: Annamalai C;
PUBLISHED: 2022, SOURCE: SSRN Electronic Journal

INDEXED IN:

IN MY:

215

TITLE: A Theorem on the Annamalai’s Binomial Identities
AUTHORS: Annamalai C;
PUBLISHED: 2022, SOURCE: SSRN Electronic Journal

INDEXED IN:

IN MY:

216

TITLE: A Theorem on the Binomial Coefficients of Combinatorial Geometric Series and Some Solutions on Partitions of the Binomial Coefficients
AUTHORS: Annamalai C;
PUBLISHED: 2022, SOURCE: SSRN Electronic Journal

INDEXED IN:

IN MY:

217

TITLE: Differential Calculus for the Summation of Geometric Series with Binomial Expansions
AUTHORS: Annamalai C;
PUBLISHED: 2022, SOURCE: SSRN Electronic Journal

INDEXED IN:

IN MY:

218

TITLE: Algorithmic Technique for Computation of Binomial Expansions and Geometric Series of Multiples of Powers of Two
AUTHORS: Annamalai C;
PUBLISHED: 2022, SOURCE: SSRN Electronic Journal

INDEXED IN:

IN MY:

219

TITLE: Computation for the Summation of Binomial Expansions and Geometric Series of Multiples of Powers of Two
AUTHORS: Annamalai C;
PUBLISHED: 2022, SOURCE: SSRN Electronic Journal

INDEXED IN:

IN MY:

220

TITLE: Computation for the Summation of Integers and Geometric Progression of Powers of Two
AUTHORS: Annamalai C;
PUBLISHED: 2022, SOURCE: SSRN Electronic Journal

INDEXED IN:

IN MY:

Page 22 of 25. Total results: 246.

© 2024 CRACS & Inesc TEC - All Rights Reserved Privacy Policy | Terms of Service