For documents on the copied API, BigInteger has no problem in dealing with general high precision. Java. math
BigInteger
java.lang.Object java.lang.Number java.math.BigInteger
All Implemented interfaces:
Serializable,
The two classes of Java, biginteger and bigdecimal, represent the big integer class and the big floating point class respectively. Theoretically, they can represent an infinite number.
Biginteger:
Package COM. xujin; import Java. util. *; import
It is very troublesome to process large numbers in C or C ++, but there are two classes in JAVA: BigInteger and BigDecimal, which respectively represent the big integer class and the big floating point class, objects of the two classes can indicate
BigInteger and BigDecimal are existing classes in the java. math package. The former represents an integer, and the latter represents a floating point.
Why use big numbers?
1) BigInteger: an integer of any precision is supported. It can accurately
Think of that, in the C language learning, we are often instilled in the scope of int can not exceed 2^32 if your operating system is 64-bit can also go to 2^64, and long is fixed 2^32, if you want to use a larger number, you should use a double,
Math class: Mathematical tools, mathematical calculations, root, logarithm, trigonometric functions, etc.All methods are static methods, do not need to establish objects, directly called by the class name can beExample:Here to write a few in the
1: Regular Expressions (understanding)(1) A string that conforms to a certain rule(2) Common rulesA: Characterx character X. Example: ' A ' denotes character a\ \ backslash character.\ n New Line (newline) character (' \u000a ')\ r return character (
ZOJ 3447 Doraemon & #39; s Number Game (Java priority queue & #183; BigInteger)
You can delete the number of 2 to k and add the product of the deleted number to the original array until only one number is left to calculate the maximum and minimum
Implement simple RSA key generation and encryption/decryption (Java), rsajava
Recently I have been studying PKI and have come into contact with some encryption algorithms. I focused on RSA and wrote a simple Demo to implement the RSA algorithm,
There is no biginteger in C #, and sometimes it is inconvenient. In fact, in C #, some classes in Java can be used, the method used for callback is as follows: first add the reference vjslib (which is actually J #), and then we can use the
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