hypergeometric series造句
例句與造句
- He wrote the book " Basic Hypergeometric Series and Applications"
- He specialized in fields of mathematics such as hypergeometric series and orthogonal polynomials.
- He co-authored " Basic Hypergeometric Series " with George Gasper.
- The " basic " series is the q-analog of the ordinary hypergeometric series.
- is the most usual type of generalized hypergeometric series, and is often designated simply.
- It's difficult to find hypergeometric series in a sentence. 用hypergeometric series造句挺難的
- He also investigated basic hypergeometric series.
- The characteristic function of the Dirichlet distribution is a confluent form of the Lauricella hypergeometric series.
- Leonhard Euler in the 18th century, developed the theory of hypergeometric series and q-series.
- They are somewhat less transparent than the earlier proofs, relying as they do on hypergeometric series.
- Hypergeometric series were studied by Leonhard Euler, but the first full systematic treatment was given by.
- They are obtained from the hypergeometric series in certain cases where the series is in fact finite.
- Such characteristic-zero identities follow generally from one of many possible identities on the hypergeometric series.
- In 1926, with Professor Joseph-Marie Kamp?de F閞iet, he authored a treatise on generalized hypergeometric series.
- There are several such generalizations of the ordinary hypergeometric series, including the ones coming from zonal spherical functions on Riemannian symmetric spaces.
- In mathematics, the "'big q-Legendre polynomials "'are an Heine's basic hypergeometric series as
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