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In mathematics, Kronecker's congruence, introduced by Kronecker, states that where p is a prime and Φp(x,y) is the modular polynomial of order p, given by for j the elliptic modular function and τ running through classes of imaginary quadratic integers of discriminant n.

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  • Kronecker's congruence (en)
  • Kroneckers kongruens (sv)
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  • In mathematics, Kronecker's congruence, introduced by Kronecker, states that where p is a prime and Φp(x,y) is the modular polynomial of order p, given by for j the elliptic modular function and τ running through classes of imaginary quadratic integers of discriminant n. (en)
  • Inom matematiken är Kroneckers kongruens, introducerad av Leopold Kronecker, kongruensen där p är ett primtal och Φp(x,y) är det modulära polynomet av ordning p, definierat som där j är j-invarianten och τ går över alla klasser av imaginära kvadratiska heltal av diskriminant n. (sv)
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  • In mathematics, Kronecker's congruence, introduced by Kronecker, states that where p is a prime and Φp(x,y) is the modular polynomial of order p, given by for j the elliptic modular function and τ running through classes of imaginary quadratic integers of discriminant n. (en)
  • Inom matematiken är Kroneckers kongruens, introducerad av Leopold Kronecker, kongruensen där p är ett primtal och Φp(x,y) är det modulära polynomet av ordning p, definierat som där j är j-invarianten och τ går över alla klasser av imaginära kvadratiska heltal av diskriminant n. (sv)
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