标签:mod @param 大于等于 oca ret for 公式 大于 return
/** * 字符数组模拟大整数取余 a % b *大整数取模 * *思路:首先,将大整数根据秦九韶公式写成“自左向右”的形式:4351 = ((4 * 10 + 3) * 10 + 5) * 10 + 1,然后利用模的性质,逐步取模。 * @param: const unsigned char a[] * @param: const unsigned char b[] * @output: null * @return: unsigned char result[] * @caution:需保证a%b后,结果位数足够长,可以保存, 同时result长度要大于等于a */ function bigint_mod(a, acount, b, bcount) { var i,j,k,temp1,count; var result = []; var resultTemp = []; var resultTemp2 = []; var resultTemp3 = []; var resultLocal = []; var tempcount = 0; var resultcount = 0; var str = ""; if(acount > bcount) { resultcount = acount; } else{ resultcount = bcount; } //set result=0 for(i=0;i<resultcount;i++) { result[i] = 0; } for(i = 0;i < acount;i++) { //ans = (int)(((long long)ans * 10 + n[i] - ‘0‘) % m); //result * 256 for(j=0;j<resultcount-1;j++) { resultTemp[j] = result[j+1]; } resultTemp[resultcount-1] = 0; //+a[i] resultTemp2 = bigint_add(resultTemp,resultcount, [a[i]], 1); tempcount = resultcount+1;//equal to resultTemp2.length temp1 = bigint_compare(resultTemp2, tempcount, b, bcount); j = 0; while(temp1 > 0) { //result = result - b if(j == 0) { resultLocal = bigint_sub(resultTemp2, tempcount, b, bcount); temp1 = bigint_compare(resultLocal, tempcount, b, bcount); j = 1; } else { resultTemp2 = bigint_sub(resultLocal, tempcount, b, bcount); temp1 = bigint_compare(resultTemp2, tempcount, b, bcount); j = 0; } } //copy result to result if(j == 0) { for(k=0;k<resultcount;k++) { result[resultcount-1-k] = resultTemp2[tempcount-1-k]; } }else{ for(k=0;k<resultcount;k++) { result[resultcount-1-k] = resultLocal[tempcount-1-k]; } } alert("round:"+(i+1)+" "+result); //str //alert(); } return result; }
标签:mod @param 大于等于 oca ret for 公式 大于 return
原文地址:https://www.cnblogs.com/yipianchuyun/p/12105338.html