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1 |
this.digitNumberForPC = (int) (Math.log(codeLength) / Math.log(10));
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2 |
setBounds(i, Math.pow(10, Math.floor(Math.log(Xmi) / Math.log(10))), Math.pow(10,
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3 |
digitForPC = (int) (Math.log(pc) / Math.log(10));
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4 |
precisionUnit[i] = Math.pow(10, Math.rint(Math.log(Xma - Xmi) / Math.log(10)));
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5 |
gd.addNumericField("Error tolerance [1*10^(-x)]:", -(Math.log(maxError)/Math.log(10)), 0);
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6 |
double log10 = Math.log(10);
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7 |
double log10 = Math.log(10);
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8 |
int index = (int)((Math.log(numBits) / Math.log(2))) - 3;
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9 |
double SCALE = 255.0/Math.log(255.0);
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10 |
double log10numLines = Math.log(numLines) / Math.log(10);
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11 |
return new BigDecimal(Math.log(val.doubleValue()));
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12 |
final double d = Math.floor(Math.log(x)/s_log10);
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13 |
Math.log(2));
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14 |
assertEquals(i + "! ",Math.log((double)factorial(i)),
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15 |
double step = Math.log(last/first)/(nValues-1);
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16 |
d = roundMagic(Math.log(bdVal.doubleValue()) * LOG10_FACTOR);
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17 |
_xExp = (int) Math.floor(Math.log(largest) * _LOG10SCALE);
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18 |
sbValXform= Math.log((double)(sbMax-sbVal+1.0)),
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19 |
double mu_scaling = Math.log(avgNumThreads)+1.0;
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20 |
case 70 /* log */: return U.toNum(Math.log(U.toReal(x)));
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