Added solutions for problem 66, 67, 68, 69 and 70 in C and python. Also, minor improvements to the code for a few older problems.
28 lines
939 B
C
28 lines
939 B
C
#ifndef _PROJECTEULER_INCLUDED
|
|
#define _PROJECTEULER_INCLUDED
|
|
|
|
#include <gmp.h>
|
|
|
|
int is_prime(long int);
|
|
int is_palindrome(int num, int base);
|
|
int is_palindrome_mpz(mpz_t n, int base);
|
|
long int gcd(long int a, long int b);
|
|
long int lcm(long int a, long int b);
|
|
long int lcmm(long int *values, int n);
|
|
int *sieve(int n);
|
|
int count_divisors(int n);
|
|
int find_max_path(int **triang, int n);
|
|
int sum_of_divisors(int n);
|
|
void swap(void **vet, int i, int j);
|
|
void insertion_sort(void **array, int l, int r, int (*cmp)(void *lv, void *rv));
|
|
void quick_sort(void **array, int l, int r, int (*cmp)(void *lv, void *rv));
|
|
int next_permutation(void **perm, int n, int (*cmp)(void *a, void *b));
|
|
int is_pandigital(int value, int n);
|
|
int is_pentagonal(long int n);
|
|
int *build_sqrt_cont_fraction(int i, int *period, int l);
|
|
int pell_eq(int i, mpz_t x);
|
|
int is_semiprime(int n, int *p, int *q, int *primes);
|
|
int phi_semiprime(int n, int p, int q);
|
|
|
|
#endif
|