组合数论
组合数论-
在组合数论中，涉及Fibonacci及Lucas数的恒等式也是一个非常深入和久远的问题。
In combinatorial number theory , the problem of identities involving the Fibonacci and Lucas numbers is thorough and far back .
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二项式系数的各种同余性质是组合数论中最令人感兴趣的研究课题之一。
The research of congruence of binomial coefficients is one of the most important problems in combinatorial number theory .
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组合数学在数论中的应用实例
Applied Examples of Combinatorial Mathematics in Number Theory