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MikeMcl_decimal.js/test/powSqrt.js

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2014-04-02 15:28:08 +00:00
var count = (function powSqrt(Decimal) {
var start = +new Date(),
n, p, pr, r, rm, s, log, error,
passed = 0,
total = 0;
if (typeof window === 'undefined') {
log = console.log;
error = console.error;
} else {
log = function (str) { document.body.innerHTML += str.replace('\n', '<br>') };
error = function (str) { document.body.innerHTML += '<div style="color: red">' +
str.replace('\n', '<br>') + '</div>' };
}
if (!Decimal && typeof require === 'function') Decimal = require('../decimal');
log('\n Testing pow(0.5) against sqrt()...');
Decimal.config({
toExpNeg: -7,
toExpPos: 21,
minE: -9e15,
maxE: 9e15,
errors: true
});
for ( ; total < 100000; ) {
// Get a random value in the range [0,1) with a random number of significant digits in the range [1, 40].
r = Decimal.random( 1, Math.random() * 40 + 1 | 0 );
// Change its exponent to a non-zero value of random length in the range (-9e15, 9e15).
r.e = +( ( Math.random() < 0.5 ? '-' : '' ) +
( n = Math.floor( Math.random() * 9e15 ) + '' ).slice( Math.random() * n.length | 0 ) );
// Random rounding mode.
Decimal.rounding = rm = Math.random() * 9 | 0;
// Random precision in the range [1, 30].
Decimal.precision = pr = Math.random() * 30 + 1 | 0;
//log(' r: ' + r);
p = r.pow(0.5);
// sqrt is much faster than pow(0.5)
s = r.sqrt();
//log(' r.pow(0.5): ' + p);
//log(' r.sqrt(): ' + s);
if ( !p.eq(s) ) {
error('\n Test number: ' + total + ' failed');
error(' r: ' + r);
error(' r.pow(0.5): ' + p);
error(' r.sqrt(): ' + s);
error(' precision: ' + pr);
error(' rounding mode: ' + rm + '\n');
process.exit();
} else {
passed++;
}
total++;
if ( total % 1000 == 0 ) log(total);
}
log('\n ' + passed + ' of ' + total + ' tests passed in ' + (+new Date() - start) + ' ms \n');
return [passed, total];
})(this.Decimal);
if (typeof module !== 'undefined' && module.exports) module.exports = count;