java 两个字符相加_两个string,里面存的都是数字该如何相加?

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1、使用BigInteger类、BigDecimal类

public static void main(String[] args) {

String a=”19238248931244327089″;

String b=”43109431029897431″;

String str=new BigInteger(a).add(new BigInteger(b)).toString();

System.out.println(str);

}

2、反转字符串、对齐字符串缺位补0、将两个正整数相加

public static String add(String n1,String n2){

String result=””;

//反转字符串

String num1=new StringBuffer(n1).reverse().toString();

String num2=new StringBuffer(n2).reverse().toString();

int len1=num1.length();

int len2=num2.length();

int maxLen=len1>len2?len1:len2;

//定义和(可能)

int nSum[]=new int[maxLen+1];

boolean nOverFlow=false;

//对齐字符串

if(len1

for (int i = len1; i < len2; i++) {

num1+=”0″;

}

}else if(len1>len2){

for (int i = len2; i < len1; i++) {

num2+=”0″;

}

}

//两个数相加

for (int i = 0; i < maxLen; i++) {

//进位数从第二次开始算

if (nOverFlow) {

nSum[i]=Integer.parseInt(num1.charAt(i)+””)+

Integer.parseInt(num2.charAt(i)+””)+1;

}else{

nSum[i]=Integer.parseInt(num1.charAt(i)+””)+

Integer.parseInt(num2.charAt(i)+””);

}

//处理溢出位

nOverFlow=handleSumOverTen(nSum,i);

}

//处理最高位

if(nOverFlow) {

nSum[maxLen] = 1;

}else {

nSum[maxLen] =0 ;

}

for (int i = 0; i < nSum.length; i++) {

result+=String.valueOf(nSum[i]);

}

String result1=new StringBuffer(result).reverse().toString();

return result1;

}

private static boolean handleSumOverTen(int[] nSum, int i) {

boolean flag = false;

if(nSum[i] >= 10) {

nSum[i] = nSum[i] – 10;

flag = true;

}

else {

flag = false;

}

return flag;

}

public static void main(String[] args) {

String num=add(“19238248931244327089”, “43109431029897431”);

System.out.println(num);

}

这个结果可能会多出0字符

3、补齐字符串(使用StringBuffere中的insert方法在字符串索引为0的位置插入len个0)、对齐相加

public class test {

public static void main(String[] args) {

int[] result = bigNumSum(“19238248931244327089”, “43109431029897431”);

for(int i=0; i < result.length; i++) {

System.out.print(result[i]);

}

}

public static int[] bigNumSum(String num1, String num2) {

String number1 = num1;

String number2 = num2;

int len1=number1.length();

int len2=number2.length();

int len=Math.abs(len1-len2);

char insertNum[]=new char[len];

for (int i = 0; i < insertNum.length; i++) {

insertNum[i]=’0′;

}

String str1=””;

String str2=””;

//补齐两个字符串

if (len1

str1=new StringBuffer(number1).insert(0, insertNum).toString();

str2=number2;

}else if(len1>len2){

str1=number1;

str2=new StringBuffer(number2).insert(0, insertNum).toString();

}

//字符串转换成字符数组

char[] ch1 = str1.toCharArray();

char[] ch2 = str2.toCharArray();

int[] sum;

//为true时表示两数相加>=10

boolean flag = false;

//相加结果的长度为任一长度+1,因为最高位相加可能>10

sum = new int[ch1.length+1];

//从个位开始相加

for(int i=ch1.length-1; i>=0; i–) {

//如果上一次相加和大于1,本次相加结果加1

if(flag) {

//

sum[i+1] = (int)(ch1[i] – ‘0’) + (int)(ch2[i] – ‘0’) + 1;

}else {

sum[i+1] = (int)(ch1[i] – ‘0’) + (int)(ch2[i] – ‘0’);

}

flag = handleSumOverTen(sum, i); //处理两数相加是否>10

}

handleTopDigit(flag, sum); //处理最高位

return sum;

}

/*

* 处理两数相加是否>10

*/

public static boolean handleSumOverTen(int[] sum, int i) {

boolean flag = false;

if(sum[i+1] >= 10) {

sum[i+1] = sum[i+1] – 10;

flag = true;

}

else {

flag = false;

}

return flag;

}

/*

* 处理最高位

*/

public static void handleTopDigit(Boolean flag, int[] sum) {

if(flag) {

sum[0] = 1;

}else {

sum[0] = 0;

}

}

}

4、此方法与三方法基本一致,不同之处是三中方法因为将两个字符串长度通过补0相等而不需要分步进行判断,但整体运行效率还是四分法高

public class test {

public static void main(String[] args) {

int[] result = bigNumSum(“19238248931244327089”, “43109431029897431”);

for(int i=0; i < result.length; i++) {

System.out.print(result[i]);

}

}

public static int[] bigNumSum(String num1, String num2) {

String number1 = num1;

String number2 = num2;

//字符串转换成字符数组

char[] ch1 = number1.toCharArray();

char[] ch2 = number2.toCharArray();

int[] sum;

//取位数之差

int len = Math.abs(ch1.length – ch2.length);

//为true时表示两数相加>=10

boolean flag = false;

//如果两个数的长度相等

if(ch1.length == ch2.length) {

//相加结果的长度为任一长度+1,因为最高位相加可能>10

sum = new int[ch1.length+1];

//从个位开始相加

for(int i=ch1.length-1; i>=0; i–) {

//如果上一次相加和大于1,本次相加结果加1

if(flag) {

//

sum[i+1] = (int)(ch1[i] – ‘0’) + (int)(ch2[i] – ‘0’) + 1;

}else {

sum[i+1] = (int)(ch1[i] – ‘0’) + (int)(ch2[i] – ‘0’);

}

flag = handleSumOverTen(sum, i, len); //处理两数相加是否>10

}

handleTopDigit(flag, sum); //处理最高位

return sum;

}

else if(ch1.length > ch2.length) { //如果数1的长度大于数2的长度

sum = new int[ch1.length+1]; //结果的长度为数1的长度+1

for(int i=ch2.length-1; i>=0; i–) {

if(flag) {

sum[i+len+1] = (int)(ch1[i+len] – ‘0’) + (int)(ch2[i] – ‘0’) + 1;

}

else {

sum[i+len+1] = (int)(ch1[i+len] – ‘0’) + (int)(ch2[i] – ‘0’);

}

flag = handleSumOverTen(sum, i, len);

}

for(int i=ch1.length-ch2.length-1; i>=0; i–) { //处理数1多出来的位数

if(flag) {

sum[i+1] = (int)(ch1[i] – ‘0’) + 1;

}

else {

sum[i+1] = (int)(ch1[i] – ‘0’);

}

flag = handleSumOverTen(sum, i, 0);

}

handleTopDigit(flag, sum);

return sum;

}

else {

sum = new int[ch2.length+1];

for(int i=ch1.length-1; i>=0; i–) {

if(flag) {

sum[i+len+1] = (int)(ch1[i] – ‘0’) + (int)(ch2[i+len] – ‘0’) + 1;

}

else {

sum[i+len+1] = (int)(ch1[i] – ‘0’) + (int)(ch2[i+len] – ‘0’);

}

flag = handleSumOverTen(sum, i, len);

}

for(int i=ch2.length-ch1.length-1; i>=0; i–) {

if(flag) {

sum[i+1] = (int)(ch2[i] – ‘0’) + 1;

}

else {

sum[i+1] = (int)(ch2[i] – ‘0’);

}

flag = handleSumOverTen(sum, i, 0);

}

handleTopDigit(flag, sum);

return sum;

}

}

/*

* 处理两数相加是否>10

*/

public static boolean handleSumOverTen(int[] sum, int i, int len) {

boolean flag = false;

if(sum[i+len+1] >= 10) {

sum[i+len+1] = sum[i+len+1] – 10;

flag = true;

}

else {

flag = false;

}

return flag;

}

/*

* 处理最高位

*/

public static void handleTopDigit(Boolean flag, int[] sum) {

if(flag) {

sum[0] = 1;

}else {

sum[0] = 0;

}

}

}


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