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Definitions from the Web

Hypergeometric Summation

Definition

In mathematics, hypergeometric summation refers to the process of summing a series of terms known as hypergeometric series, which are special types of mathematical series that involve the ratios of various combinations of numbers.

Example Sentences

1. The hypergeometric summation of the series 1 + 2 + 4 + 8 + 16 + ... yields the value of 31.
2. The research paper explores the convergence properties of hypergeometric summations in relation to complex functions.
3. Using hypergeometric summation, the mathematician derived an elegant formula for the binomial coefficients.

Possible Related Products

Explore more books and products related to hypergeometric summation:

• Books on Hypergeometric Summation
• Mathematical Series Books
• Books on Binomial Coefficients