Last Updated:2025/12/06
Sentence

生成関数を解析するために、彼女はミッタグ=レフラー多項式(すなわち (1+t)^z(1-t)^{-z} = ∑_n g_n(z) t^n によって定義される多項式)を展開して、さまざまな z の値で係数を比較した。

Quizzes for review

To analyze the generating function, she expanded the Mittag-Leffler polynomial and compared the coefficients for various values of z.

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To analyze the generating function, she expanded the Mittag-Leffler polynomial and compared the coefficients for various values of z.

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Related words

Mittag-Leffler polynomial

Noun
Japanese Meaning
数学分野で用いられる多項式。具体的には、(1+t)ᶻ(1-t)⁻ᶻ = ∑ₙ gₙ(z)tⁿ という形で展開される多項式を指す。
What is this buttons?

生成関数を解析するために、彼女はミッタグ=レフラー多項式(すなわち (1+t)^z(1-t)^{-z} = ∑_n g_n(z) t^n によって定義される多項式)を展開して、さまざまな z の値で係数を比較した。

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