Sum of squares function

In number theory, the sum of squares function is an arithmetic function that gives the number of representations for a given positive integer n as the sum of k squares, where representations that differ only in the order of the summands or in the signs of the numbers being squared are counted as different, and is denoted by rk(n).

Comment
enIn number theory, the sum of squares function is an arithmetic function that gives the number of representations for a given positive integer n as the sum of k squares, where representations that differ only in the order of the summands or in the signs of the numbers being squared are counted as different, and is denoted by rk(n).
Has abstract
enIn number theory, the sum of squares function is an arithmetic function that gives the number of representations for a given positive integer n as the sum of k squares, where representations that differ only in the order of the summands or in the signs of the numbers being squared are counted as different, and is denoted by rk(n).
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enSumofSquaresFunction
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Sum of squares function
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enSum of squares function
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Arithmetic function
Cardinality
Carl Gustav Jakob Jacobi
Category:Arithmetic functions
Category:Integer factorization algorithms
Category:Squares in number theory
Class number (number theory)
Closed-form expression
Divisor function
Factorization
Function (mathematics)
Gauss circle problem
Generating function
Integer
Jacobi's four-square theorem
Jacobi theta function
Modular arithmetic
Modulo (mathematics)
Natural number
Number theory
Parity (mathematics)
Partition (number theory)
Sequence
Set (mathematics)
Squarefree number
Square number
Summand
Table of prime factors
SameAs
2Mq6J
Función suma de cuadrados
Q25103942
Quadratsummen-Funktion
Sum of squares function
פונקציית סכום הריבועים
Subject
Category:Arithmetic functions
Category:Integer factorization algorithms
Category:Squares in number theory
Title
enSum of Squares Function
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Sum of squares function?oldid=1102946026&ns=0
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