This paper presents the summations of binomial expansions with the optimized binomial coefficients and also the sum of multiple summations of the binomial coefficients. This combinatorial result is useful for researchers who are working in computing, science, engineering, and management
Computational science and Engineering is a rapidly growing multi-and inter-disciplinary area where s...
This paper present the results of binomial expansions which are equal to exponents of 2. These combi...
This paper presents a theorem on the summation of combinatorial geometric series. The coefficient fo...
The optimized binomial coefficient or binomial expansion has been derived from the multiple summatio...
The optimized binomial coefficient or binomial expansion has been derived from the multiple summatio...
This paper presents the binomial expansion and series with optimized binomial coefficients. The bino...
This paper presents innovative binomial expansions derived from the optimized combinations relating ...
This paper presents two theorems for computation of series of binomial expansions relating to the su...
This paper presents a theorem based on the summation of Annamalai’s binomial expansions with the bin...
This paper presents a summation of series of binomial coefficients in combinatorial geometric series...
This paper presents a summation of series of binomial coefficients in combinatorial geometric series...
This paper presents a technique to compute the sum of Annamalai’s binomial expansions. This computin...
This paper present the results of binomial expansions which are equal to exponents of two. These com...
This paper presents a lemma on binomial coefficients. This idea can enable the scientific researcher...
This paper presents computing technique for the summation of binomial expansions and geometric serie...
Computational science and Engineering is a rapidly growing multi-and inter-disciplinary area where s...
This paper present the results of binomial expansions which are equal to exponents of 2. These combi...
This paper presents a theorem on the summation of combinatorial geometric series. The coefficient fo...
The optimized binomial coefficient or binomial expansion has been derived from the multiple summatio...
The optimized binomial coefficient or binomial expansion has been derived from the multiple summatio...
This paper presents the binomial expansion and series with optimized binomial coefficients. The bino...
This paper presents innovative binomial expansions derived from the optimized combinations relating ...
This paper presents two theorems for computation of series of binomial expansions relating to the su...
This paper presents a theorem based on the summation of Annamalai’s binomial expansions with the bin...
This paper presents a summation of series of binomial coefficients in combinatorial geometric series...
This paper presents a summation of series of binomial coefficients in combinatorial geometric series...
This paper presents a technique to compute the sum of Annamalai’s binomial expansions. This computin...
This paper present the results of binomial expansions which are equal to exponents of two. These com...
This paper presents a lemma on binomial coefficients. This idea can enable the scientific researcher...
This paper presents computing technique for the summation of binomial expansions and geometric serie...
Computational science and Engineering is a rapidly growing multi-and inter-disciplinary area where s...
This paper present the results of binomial expansions which are equal to exponents of 2. These combi...
This paper presents a theorem on the summation of combinatorial geometric series. The coefficient fo...
DOI
Add to ORKG