黄志斌

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  • 黄志斌 10推荐

    000. 欧拉计划简介

    欧拉计划是什么? 欧拉计划(Project Euler)是一个具有挑战性的不仅仅需要具备数学能力的“数学/计算机编程”问题集合。数学方面的知识可以帮助你获得优雅而高效的解决方案,与此同时,计算机应用和编程技巧也不可或缺。 开展欧拉计划这个项目并且持续进行下去的主要目的是提供…...

  • 黄志斌 9推荐

    008. 序列中的最大乘积

    题目 Problem 008: Largest product in a series The four adjacent digits in the 1000-digit number that have the greatest product are 9 × 9 ×…...

  • 黄志斌 8推荐

    192. 最佳逼近

    题目 Problem 192: Best Approximations Let x be a real number. A best approximation to x for the denominator bound d is a rational number …...

  • 黄志斌 7推荐

    183. 整数平分后的最大乘积

    题目 Problem 183: Maximum product of parts Let N be a positive integer and let N be split into k equal parts, r = N/k, so that N = r + r +…...

  • 黄志斌 7推荐

    009. 特定的直角三角形

    题目 Problem 9: Speical Pythagorean triplet A Pythagorean triplet is a set of three natural numbers, a < b < c, for which,   &…...

  • 黄志斌 7推荐

    119. 数字之和的幂

    题目 Problem 119: Digit power sum The number 512 is interesting because it is equal to the sum of its digits raised to some power: 5 + 1 +…...

  • 黄志斌 7推荐

    002. 斐波那契数列中的偶数

    题目 Problem 2: Even Fibonacci numbers Each new term in the Fibonacci sequence is generated by adding the previous two terms. By starting …...

  • 黄志斌 7推荐

    549. 阶乘的整除性

    题目 Problem 549. Divisibility of factorials The smallest number m such that 10 divides m! is m=5. The smallest number m such that 25 divi…...

  • 黄志斌 7推荐

    581. 47-光滑三角形数

    题目 Problem 581. 47-smooth triangular numbers A number is p-smooth if it has no prime factors larger than p. Let T be the sequence of tri…...

  • 黄志斌 7推荐

    266. 伪平方根

    题目 Problem 266. Pseudo Square Root The divisors of 12 are: 1,2,3,4,6 and 12. The largest divisor of 12 that does not exceed the square r…...

  • 黄志斌 7推荐

    100. 安排的概率

    题目 Problem 100. Arranged probability If a box contains twenty-one coloured discs, composed of fifteen blue discs and six red discs, and …...

  • 黄志斌 7推荐

    587. 凹三角形

    题目 Problem 587. Concave triangle A square is drawn around a circle as shown in the diagram below on the left. We shall call the blue sha…...