StirlingS1

Disponible

Returns the Stirling number of the first kind.

Formas

StirlingS1[n, m]

Ejemplos verificadosStirlingS1[50, 2] → 2724619372591264761651711494187624530726005154239846809600000000 Table[StirlingS1[10, m], {m, 10}] → {-362880, 1026576, -1172700, 723680, -269325, 63273, -9450, 870, -45, 1}StirlingS1[{2, 4, 6}, 2] → {1, 11, 274}

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Temas

Combinatorial Functions - General
Discrete Calculus - Special Sequences »
Discrete Mathematics - Enumeration-Related Functions »
Integer Functions - Combinatorial Functions »
Mathematical Functions - Integer Functions »
Number Theoretic Functions - Partitions »

Relacionadas

StirlingS2 NorlundB FactorialPower Binomial Factorial Fibonacci PartitionsP BellB BernoulliB CatalanNumber FrobeniusNumber Factorial2

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