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تعمل فئة Big Integer على توسيع الرقم وتنفيذ واجهة قابلة للمقارنة. فهو يوفر نظائرًا لجميع عوامل تشغيل الأعداد الصحيحة البدائية في Java وجميع الأساليب من حزمة java.lang.Math.

ويتكون من العديد من الطرق أو العمليات للحساب المعياري، وGCD والعديد من الطرق الأخرى الموضحة أدناه.

مثال 1

 import java.math.BigInteger; public class BigIntegerExample1 { public static void main(String args[]) throws Exception { // Initialize result BigInteger bigInteger = new BigInteger(&apos;1&apos;); int n=4; for (int i = 2; i <=n 4 197 ; i++){ returns a biginteger by computing ?this *val ? value. } system.out.println('factorial of : '+biginteger); boolean value ?true? if and only this is prime biginteger2="new" biginteger('197'); system.out.println('isprobableprime method will return '+ biginteger2.isprobableprime(2)); the next integer that greater than biginteger. nextprimenumber="bigInteger2.nextProbablePrime();" system.out.println('prime number to '+nextprimenumber); minimum between val min="bigInteger.min(bigInteger2);" system.out.println('min '+min); maximum max="bigInteger.max(bigInteger2);" system.out.println('maximum '+max); < pre> <span> Test it Now </span> <p> <strong>Output:</strong> </p> <pre> Factorial of 4 : 24 IsProbablePrime method will return : true Prime Number next to 197 : 199 Min value : 24 Maximum value : 197 </pre> <h2>Example 2</h2> <pre> import java.math.BigInteger; public class BigIntegerExample2 { public static void main(String args[]) throws Exception { // Initialize result BigInteger bigInteger = new BigInteger(&apos;17&apos;); //returns the signum function of this BigInteger BigInteger bigInteger2 = new BigInteger(&apos;171&apos;); System.out.println(&apos;Signum value for &apos;+bigInteger2+&apos; : &apos;+ bigInteger2.signum()); //returns the next prime integer that is greater than this BigInteger. BigInteger sub=bigInteger2.subtract(bigInteger); System.out.println(bigInteger2+&apos;-&apos;+bigInteger+&apos; : &apos;+sub); // returns the quotient after dividing two bigInteger values BigInteger quotient=bigInteger2.divide(bigInteger); System.out.print(bigInteger2+&apos; / &apos;+bigInteger+&apos; : Quotient : &apos;+quotient); //returns the remainder after dividing two bigIntger values BigInteger remainder=bigInteger.remainder(bigInteger2); System.out.println(&apos; Remaider : &apos;+remainder); //returns a BigInteger whose value is ?this &lt;&lt; val? BigInteger shiftLeft=bigInteger.shiftLeft(4); System.out.println(&apos;ShiftLeft value : &apos;+shiftLeft); } } </pre> <span> Test it Now </span> <p> <strong>Output:</strong> </p> <pre> Signum value for 171 : 1 171-17 : 154 171 / 17 : Quotient : 10 Remaider : 17 ShiftLeft value : 272 </pre> <br></=n>

مثال 2

 import java.math.BigInteger; public class BigIntegerExample2 { public static void main(String args[]) throws Exception { // Initialize result BigInteger bigInteger = new BigInteger('17'); //returns the signum function of this BigInteger BigInteger bigInteger2 = new BigInteger('171'); System.out.println('Signum value for '+bigInteger2+' : '+ bigInteger2.signum()); //returns the next prime integer that is greater than this BigInteger. BigInteger sub=bigInteger2.subtract(bigInteger); System.out.println(bigInteger2+'-'+bigInteger+' : '+sub); // returns the quotient after dividing two bigInteger values BigInteger quotient=bigInteger2.divide(bigInteger); System.out.print(bigInteger2+' / '+bigInteger+' : Quotient : '+quotient); //returns the remainder after dividing two bigIntger values BigInteger remainder=bigInteger.remainder(bigInteger2); System.out.println(' Remaider : '+remainder); //returns a BigInteger whose value is ?this << val? BigInteger shiftLeft=bigInteger.shiftLeft(4); System.out.println('ShiftLeft value : '+shiftLeft); } } 

انتاج:

 Signum value for 171 : 1 171-17 : 154 171 / 17 : Quotient : 10 Remaider : 17 ShiftLeft value : 272