import java.math.BigInteger; import java.util.regex.Matcher; import java.util.regex.Pattern; public class BigIntegerAddition { /** * 题目:java实现两个大数相加,可能存在溢出。 * 如123456789 + 987654321 返回 1111111110 * 1.直接用BigInteger * 2.模拟手算加法,进位相加(暂时没有考虑负数的情况) */ public static void main(String[] args) { String x="23456789"; String y="987654321"; //use BigInter BigInteger a=new BigInteger(x); BigInteger b=new BigInteger(y); BigInteger c=a.add(b); System.out.println(c.toString()); //"reinvent the wheel" String d=add(x,y); System.out.println(d); } //return x+y. Have not considered the negative number yet. public static String add(String x,String y){ if(x==null||y==null){ return null; } if(!isNumeric(x)||!isNumeric(y)){ return null; } if(x.equals("0")){ return y; } if(y.equals("0")){ return x; } if(x.length()>y.length()){ String tmp=x; x=y; y=tmp; } x=addZeroToFirst(x,y.length()); String z=addHelp(x,y); return z; } public static String addHelp(String x,String y){ String z=""; int len=x.length(); int[] a=toIntArray(x); int[] b=toIntArray(y); int[] c=new int[len+1]; int d=0;//to carry. No need to use int[] for(int i=0;i<len;i++){ int tmpSum=a[len-1-i]+b[len-1-i]+d; c[len-i]=tmpSum%10; d=tmpSum/10; } c[0]=d; StringBuilder sb=new StringBuilder(); for(int i=0;i<=len;i++){ sb.append(c[i]); } if(c[0]==0){//delete the first '0' in result string z=sb.substring(1); }else{ z=sb.toString(); } return z; } //String - toCharArray - toIntArray public static int[] toIntArray(String str){ int len=str.length(); int[] result=new int[len]; for(int i=0;i<len;i++){ result[i]=str.charAt(i)-'0'; } return result; } //("123",5)-->"00123" public static String addZeroToFirst(String str,int length){ StringBuilder sb=new StringBuilder(); int diff=length-str.length(); while(diff>0){ sb.append("0"); diff--; } sb.append(str); return sb.toString(); } public static boolean isNumeric(String str){ Pattern p=Pattern.compile("[0-9]*"); Matcher isNum=p.matcher(str); return isNum.matches(); } }