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"High-precision JAVA" HDU 5920 Ugly problem

); // a = ab;a = a.or(b); // a = a|b;a = a.xor(b) // a = a^b;a = a.shiftLeft(n) // a = (aSome operations of BigDecimalBecause I didn't use bigdecimal, just throw the link.BigDecimalShell operationsThis is not to be a Java knowledge point, run Java under the shell, standard read-in and file reading, it should be better understoodjavac name.java // 编译java name // 运行,标准读入,标准输出java name STL (Collections)Java also has a similar c++stl, is a class called collections, something too much, not very famil

High-precision high-resolution timing function Linux

total time is tv_sec+tv_nsec/1e9 seconds.Of course the measurement function in FFTW for Linux is rdtsc this need to divide the CPU frequency to get the specific seconds unit. Clock_gettime is relatively easy and quick to do under Linux.Attached to the results of some of my experiments, I can see the core time-consuming part of the program through this measurement.Reference:http://www.guyrutenberg.com/2007/09/22/profiling-code-using-clock_gettime/Http://man7.org/linux/man-pages/man2/clock_gettim

"POJ" 3378 Crazy thairs (tree-like array +dp+ high-precision)

+ (Constbignumb) {bignum C; intI, carry =0; for(i =0; I This->len | | I 0; ++i) {if(I This->len) Carry + = This-Num[i]; if(I B.num[i]; C.num[i]= Carry%base; Carry/=Base; } C.len= i;returnC; } bignumoperator+= (Constbignum b) {* This= * This+ b;return* This; } voidPrint () {if(len = =0) {puts ("0");return ;} printf ("%d", Num[len-1]); for(inti = len-2; I >=0; --i) for(intj = base/Ten; J >0; J/=Ten) printf ("%d", num[i]/j%Ten); Puts (""); }};typedef bignum bign;intn;bign sum[maxn][8]; str

Large precision values of common Java libraries

http://www.verejava.com/?id=17159675312132Import Java.math.bigdecimal;import Java.math.biginteger;public class Test {/** * @param args the command line Argu ments */public static void main (string[] args) {//calculates the result of multiplying from 1 to 30 BigInteger sum=new BigInteger (" 1 "); for (int i=1;ihttp://www.verejava.com/?id=17159675312132Large precision values of common Java libraries

MACD, BOLL, KDJ Three combination of precision grasp the trend and trading!

to acceleration rather than speed. If the previous decline is very large, even if the white line of the yellow line to go higher, also means that the decrease in decline, does not mean to rise, so sometimes see divergence. Still, most of the time, stocks can be predicted, but not after the plunge.Recently, a number of peak lines of green pillar, some recent red pillar peak connection, indicating the direction of stock prices. Not really, most of the time. MACD indicator, the column than the whi

Thread paused method, basic data type wrapper class, decimal single precision floating point number (32 bits) in memory, TreeSet, and TreeMap

0 x + 1 x 1/8 = 0.125)Step TwoThe highest bit of floating-point number is positive or negative, 1 is positive, 0 is negativeThe second high position indicates the positive or negative of the exponent, 1 is positive, and 0 is negative.110.001 = 1.10001 x 2 x 2Index is 4-->0000 100 (seven bit binary)The end result is1 1 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 1The objects stored by TreeSet and TREEMAP require the implementation of the comparable interface, because both of the st

51nod 1873 Junior's Arithmetic "Java bigdecimal/high Precision decimal"

1873 Math Base time limit for junior High: 1 seconds Space limit: 131072 KB Score: 10 Difficulty: 2-level algorithm topic collection attentionNoder now on the third day, is beginning to review the examination. He had to calculate the type every day as(AX ax ax ? X a )n A The formula. which 0.0a99.999,0n . Although Noder will calculate, but is always wrong, now he wants you to write a program to output the correct results for him to check.InputA single set of test data.Th

High-precision algorithms

Links: Https://www.nowcoder.com/acm/contest/75/ESource: Niu Ke NetTopic Description Given an integer n (0≤n≤10000), the factorial input description of n is obtained:Multiple test data, each test data input a number nOutput Description:Each group outputs the factorial of N with one lineExample 1 input123Output126#include Save each bit with an array and carry the previous one plus.High-precision algorithms

Java High-precision arrays

POJ1205Recursion formula is a[i] = 3*a[i-1]-a[i-2], a[1] = 1,a[2] = 3, I is up to 100;Understand the use of BigInteger open array.  1 ImportJava.util.*;2 Importjava.math.*;3 4 Public classMain5 {6 Public Static voidMain (string[] args)7 {8Scanner cin =NewScanner (system.in);9BigInteger a[] =NewBiginteger[101];TenA[1] =Biginteger.one; OneA[2] = biginteger.valueof (3); ABigInteger three = biginteger.valueof (3); - for(inti=3; i) -A[i] = three.multiply (A[i-1]). Subtract (a[i-2])

Java high-precision binary conversions

POJ1131Since the subject is only a fractional part (the whole number is 0), it is only possible to write the conversion method after the conversion of the binary.8 Binary Conversion 10 binary method is, take 0.75 as an example, should be 7*8^-1 + 5*8^-2. So, you can directly locate the decimal place, and use this method to calculate.1 ImportJava.util.*;2 Importjava.math.*;3 4 Public classMain5 {6 Public Static voidMain (String []args)7 {8Scanner cin =NewScanner (system.in);9 BigDecimal

A precision error problem for LUA and C + +

Recently and the server colleague to deal with a game data problem, found that the server Lua script floating point data in the server C + + code is called the error may occur. Similarly, if the client uses Lua's built-in library of functions to manipulate floating-point numbers, such rounding errors are reproduced, with a simple example:Local k = 1+122/100;Local T = 250*kPrint ("T:", T)Print ("Math t:", Math.floor (t))Print (String.Format ("string t:%d", T))Ideally T, Math T, and string T are a

jquery or JS gets to the element wide-high precision to decimal

top are two more pixels below IE7 and IE7.The second JS native final style method, that is, currentstyle and getComputedStyle compatible notationvar oabc = $ ('. Element ') [0];if (Oabc.currentstyle) { IE, Opera alert (oAbc.currentStyle.width); var elementx = parsefloat ($ ('. Element ') [0].currentstyle.left]. toFixed (2); var elementy = parsefloat ($ ('. Element ') [0].currentstyle.top]. toFixed (2);} else { FF, Chrome, Safari var elementx = parsefloat (getComputedStyle ($ (

Ora-01438:value larger than specified precision for this column

Ora-01438:value larger than specified precision for this column When the eye is clear, the field length is not enough. INSERT INTO OSS_ADDR_MON_STATS_TMP06Select/*+use_hash (a,c) * *Provcode,AreaCode,Count (A.serialid) as Self_group_serial_num--count the number of contacts in the custom group tmp06From OSS_ADDR_MON_STATS_TMP05 AINNER JOIN oss_addr_mon_stats_tmp04 C on A.usernumber=c.usernumber and A.groupid=c.groupidGroup BY Provcode,areacode; Run th

Java method for realizing Fibonacci sequence based on high precision integer type _java

In this paper, we describe the method of Java based on high precision integer type to realize Fibonacci sequence, and share it for everyone's reference. The specific methods are as follows: Package com.java.learning.recursion; Import java.math.*; public class MainClass {public static void Main (String args[]) {for (int i = 0; i I hope this article will help you with your Java programming.

JavaScript arithmetic precision correction function code _javascript tips

The function code is as follows: Copy Code code as follows: /* * Arithmetic precision correction function * M value 1 (number) * N value 2 (number) * OP operator (string) */ function Fixmath (M, N, op) { var a = (m+ ""); var B = (n+ ""); var x = 1; var y = 1; var c = 1; if (A.indexof (".") > 0) { x = Math.pow (A.length-a.indexof (".")-1); } if (B.indexof (".") > 0) { y = Math.pow (B.length-b.indexof ("."

Java double precision multiplication, resulting in incorrect resolution __java

The public static void main (string[] args) { //double is computed as a dual x = 4.85; Double y = 6600.00; Double z = x * y; System.out.println (z);//32009.999999999996 BigDecimal a = bigdecimal.valueof (x); BigDecimal B = bigdecimal.valueof (y); BigDecimal C = a.multiply (b); System.out.println (c);//32010.00 }Floating-point values in Java are represented by binary systems, and in binary systems it is impossible to represent a number like 1/10, and it is impossible to expr

Java Numerical Precision output control (contains BigDecimal) __java

Import java.io.*; Import java.text.*; Import java.math.*; Import java.util.*; gaojingdutest {public static void main (string[] args) {//double decimal-point control output double a=1113.141592653; DecimalFormat formatter1=new DecimalFormat ("#.000000"); System.out.println (Formatter1.format (a)); The decimal point control output String b= "1113.141592653" for BigDecimal type data; Method 1 BigDecimal bd1=new BigDecimal (b); DecimalFormat formatter2=new DecimalFormat ("#.000000"); System.out.prin

UVa 10247 Complete Tree Labeling: Combinatorial Mathematics & High Precision

constraints described above. Sample Input: 2 2 10 1 Sample Output: 80 3628800 Ideas: Use Ans[i][j] to denote the number of numbered schemes of a full I fork tree with a depth of J, with Node[i][j] representing the knot points of a full I fork tree with a depth of J. First the root node must be the smallest number, and then there are node[i][j]-1 number available, we want to assign them to the I Shang tree, each Shang tree get m=node[i][j-1] number. Use C[n][k] to represent the number of

Precision, Recall, F1-score

, indicates that the model prediction is correct, so the sample real tag is a negative example That is, the sample is a negative sample that is predicted as negative by the model?Precision, ARThe accuracy rate (Precision) is for the predicted result, which represents how much of the sample that is predicted to be positive is the true positive sample. Then there are two possible predictions, one is to p

A little bit of precision timing in C #

All of the following code runs the environment: Windows 2003, Intel (R) Core (TM) 2 Duo CPU E8400 @ 3.00GHz 2.99GHZ,2.96GB MemoryAccording to some articles on the integrated Web, accurate timekeeping is mainly in the following ways1 calling the GetTickCount in the win API Code highlighting produced by Actipro CodeHighlighter (freeware)http://www.CodeHighlighter.com/-->[DllImport ("kernel32")]static extern uint GetTickCount ();The number of milliseconds that have elapsed since the operating s

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