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mirror of https://github.com/DanilaFe/abacus synced 2024-12-04 07:27:27 -08:00

Add a binary number type based on the naive number.

This commit is contained in:
Danila Fedorin 2017-08-01 15:00:52 -07:00
parent 6f99f07150
commit 0be67410ec

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package org.nwapw.abacus.number;
public class BinaryNumber implements NumberInterface{
/**
* The number zero.
*/
public static final BinaryNumber ZERO = new BinaryNumber(0);
/**
* The number one.
*/
public static final BinaryNumber ONE = new BinaryNumber(1);
/**
* The value of this number.
*/
private double value;
/**
* Creates a new BinaryNumber with the given string.
*
* @param value the value, which will be parsed as a double.
*/
public BinaryNumber(String value) {
toStandard(value);
}
/**
*
*/
private void toStandard(String value) {
String before;
String after = "";
if(value.indexOf(".")==-1){
before=value;
}else{
before = value.substring(0,value.indexOf("."));
after = value.substring(value.indexOf(".")+1);
}
double sum = 0;
for(int it=0;before.length()>0;it++){
if(before.charAt(before.length()-1)=='1'){
sum+=Math.pow(2,it);
}
if(before.length()>1) {
before = before.substring(0, before.length()-1);
}else{
before = "";
}
}
for(int it=-1;after.length()>0;it--) {
if (after.charAt(0) == '1') {
sum += Math.pow(2, it);
}
if (after.length() > 1) {
after = after.substring(1);
} else {
after = "";
}
}
this.value = sum;
}
/**
* Creates a new BinaryNumber with the given value.
*
* @param value the value to use.
*/
public BinaryNumber(double value) {
toStandard(""+value);
}
@Override
public int getMaxPrecision() {
return 18;
}
@Override
public NumberInterface multiply(NumberInterface multiplier) {
return new BinaryNumber(value * ((BinaryNumber) multiplier).value);
}
@Override
public NumberInterface divide(NumberInterface divisor) {
return new BinaryNumber(value / ((BinaryNumber) divisor).value);
}
@Override
public NumberInterface add(NumberInterface summand) {
return new BinaryNumber(value + ((BinaryNumber) summand).value);
}
@Override
public NumberInterface subtract(NumberInterface subtrahend) {
return new BinaryNumber(value - ((BinaryNumber) subtrahend).value);
}
@Override
public NumberInterface negate() {
return new BinaryNumber(-value);
}
@Override
public NumberInterface intPow(int exponent) {
if (exponent == 0) {
return BinaryNumber.ONE;
}
boolean takeReciprocal = exponent < 0;
exponent = Math.abs(exponent);
NumberInterface power = this;
for (int currentExponent = 1; currentExponent < exponent; currentExponent++) {
power = power.multiply(this);
}
if (takeReciprocal) {
power = BinaryNumber.ONE.divide(power);
}
return power;
}
@Override
public int compareTo(NumberInterface number) {
BinaryNumber num = (BinaryNumber) number;
return Double.compare(value, num.value);
}
@Override
public int signum() {
return this.compareTo(ZERO);
}
@Override
public NumberInterface promoteTo(Class<? extends NumberInterface> toClass) {
if (toClass == this.getClass()) return this;
else if (toClass == PreciseNumber.class) {
return new PreciseNumber(Double.toString(value));
}
return null;
}
public String toString() {
double sum = 0;
double tempValue = Math.floor(value);
double fraction = value-tempValue;
for (int it=0;tempValue > 0;it++) {
if (tempValue % 2 == 1) {
sum+=Math.pow(10,it);
tempValue-=1;
}
tempValue=tempValue/2;
}
for (int it=0;fraction > 0;it--) {
if (fraction % 2 >= 1) {
sum+=Math.pow(10,it);
fraction-=1;
}
fraction=fraction*2;
}
double shiftBy = Math.pow(10, 10);
return Double.toString(Math.round(sum * shiftBy) / shiftBy);
}
}