List of pow() Examples

Examples of pow()

com.exigen.ie.constrainer.IntExp.pow()
Returns the expression: pow(this,value).
com.mockturtlesolutions.snifflib.datatypes.DblMatrix.pow()
de.jungblut.math.DoubleVector.pow()
java.math.BigDecimal.pow()
Returns a {@code BigDecimal} whose value is(thisⁿ), The power is computed exactly, to unlimited precision.
The parameter {@code n} must be in the range 0 through999999999, inclusive. {@code ZERO.pow(0)} returns {@link #ONE}. Note that future releases may expand the allowable exponent range of this method. @param n power to raise this {@code BigDecimal} to. @return thisⁿ @throws ArithmeticException if {@code n} is out of range. @since 1.5
java.math.BigInteger.pow()
Returns a BigInteger whose value is (this^exponent). Note that {@code exponent} is an integer rather than a BigInteger. @param exponent exponent to which this BigInteger is to be raised. @return this^exponent @throws ArithmeticException {@code exponent} is negative. (This wouldcause the operation to yield a non-integer value.)
javax.measure.unit.Unit.pow()
lipstone.joshua.parser.types.BigDec.pow()
Equivalent of Math.pow(base, exp) where base is this object @param exp the exponent as a BigDec @return a BigDec object with a value equal to this^exp to the accuracy defined by context @throws UndefinedResultException when both this and exp are infinities
mikera.vectorz.AVector.pow()
org.apache.commons.math3.complex.Complex.pow()
Returns of value of this complex number raised to the power of {@code x}. Implements the formula:
```
  y^x = exp(x·log(y))  
```
where {@code exp} and {@code log} are {@link #exp} and{@link #log}, respectively.
Returns {@link Complex#NaN} if either real or imaginary part of theinput argument is {@code NaN} or infinite, or if {@code y}equals {@link Complex#ZERO}. @param x exponent to which this {@code Complex} is to be raised. @return this^{{@code x}}. @throws NullArgumentException if x is {@code null}. @since 1.2
org.apache.velocity.tools.generic.MathTool.pow()
@param num1 the first number @param num2 the second number @return the first number raised to the power of thesecond or null if they're invalid @see #toNumber
org.jwildfire.base.mathlib.Complex.Pow()
org.luaj.vm2.LuaValue.pow()
Raise to power: Raise this value to a power including metatag processing.
Each operand must derive from {@link LuaNumber}or derive from {@link LuaString} and be convertible to a number @param rhs The power to raise this value to @return value of {@code (this ^ rhs)} if both are numeric, or {@link LuaValue} if metatag processing occurs @throws LuaError if either operand is not a number or string convertible to number, and neither has the {@link POW} metatag defined @see #arithmt(LuaValue,LuaValue)

Examples of java.math.BigDecimal.pow()

            }


            // 2 / pow(numberOfPoints * pmc, 2);
            final BigDecimal nP = new BigDecimal(numberOfPoints, mContext);
            BigDecimal tmp1 = pmc.multiply(nP, mContext);
            tmp1 = tmp1.pow(2, mContext);
            BigDecimal tmp2 = two.divide(tmp1, mContext);


            points[iMax] = BigDecimal.ZERO;
            weights[iMax] = tmp2;
        }

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Examples of java.math.BigDecimal.pow()

    
    List<BigDecimal> newDigits = new ArrayList<BigDecimal>();
    BigDecimal number = new BigDecimal(0.5);
    
    for(int digit = 0; digit < HyperReal.MAX_DIGITS; digit++) {
      newDigits.add(digit, number.pow(digit) );
    }
    HyperReal infinitesimal = new HyperReal( newDigits);
    
    System.out.println("op1 = " + op1 + " op1.standardPart = " + op1.standardPart );
    System.out.println("op2 standard part = " + op2.standardPart);

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Examples of java.math.BigDecimal.pow()

        }
        BigDecimal mean = mean(numbers, context);
        List<BigDecimal> squares = new ArrayList<BigDecimal>();
        for (BigDecimal number : numbers) {
            BigDecimal XminMean = number.subtract(mean);
            squares.add(XminMean.pow(2, context));
        }
        BigDecimal sum = sum(squares);
        return sum.divide(new BigDecimal(biasCorrected ? numbers.size() - 1 : numbers.size()), context);


    }

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Examples of java.math.BigDecimal.pow()

    
    d = new BigDecimal(1.2d, mc);
    d = d.add(d, mc);
    d = d.divide(d, mc);
    d = d.multiply(d, mc);
    d = d.pow(2, mc);
    d = d.round(mc);
    d = d.setScale(1);
    d = d.subtract(d, mc);
  }
}

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Examples of java.math.BigDecimal.pow()

        // The (unspecified) scale/precision of the exponent should have no impact on the returned scale/precision
        // TODO FIXME remove .intValue() so non-integer exponents produce correct results
        // None of the normal Java libraries support BigDecimal.pow(BigDecimal)
        for (int i = 0; i < newHardScores.length; i++) {
            BigDecimal hardScore = hardScores[i]; 
            newHardScores[i] = hardScore.pow(actualExponent.intValue()).setScale(hardScore.scale());
        }
        for (int i = 0; i < newSoftScores.length; i++) {
            BigDecimal softScore = softScores[i]; 
            newSoftScores[i] = softScore.pow(actualExponent.intValue()).setScale(softScore.scale());
        }

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Examples of java.math.BigDecimal.pow()

            BigDecimal hardScore = hardScores[i]; 
            newHardScores[i] = hardScore.pow(actualExponent.intValue()).setScale(hardScore.scale());
        }
        for (int i = 0; i < newSoftScores.length; i++) {
            BigDecimal softScore = softScores[i]; 
            newSoftScores[i] = softScore.pow(actualExponent.intValue()).setScale(softScore.scale());
        }
        return new BendableBigDecimalScore(newHardScores, newSoftScores);
    }


    public BendableBigDecimalScore negate() {

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Examples of java.math.BigInteger.pow()

  
  private static BigInteger generatingFunction(int n) {
    BigInteger sum = BigInteger.ZERO;
    BigInteger biN = BigInteger.valueOf(-n);
    for (int i = 0; i <= DEGREE; i++)
      sum = sum.add(biN.pow(i));
    return sum;
  }
  
}

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Examples of java.math.BigInteger.pow()

      return BigInteger.valueOf(LongMath.sqrt(x.longValue(), mode));
    }
    BigInteger sqrtFloor = sqrtFloor(x);
    switch (mode) {
      case UNNECESSARY:
        checkRoundingUnnecessary(sqrtFloor.pow(2).equals(x)); // fall through
      case FLOOR:
      case DOWN:
        return sqrtFloor;
      case CEILING:
      case UP:

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Examples of java.math.BigInteger.pow()

      case FLOOR:
      case DOWN:
        return sqrtFloor;
      case CEILING:
      case UP:
        return sqrtFloor.pow(2).equals(x) ? sqrtFloor : sqrtFloor.add(BigInteger.ONE);
      case HALF_DOWN:
      case HALF_UP:
      case HALF_EVEN:
        BigInteger halfSquare = sqrtFloor.pow(2).add(sqrtFloor);
        /*

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Examples of java.math.BigInteger.pow()

    // capacity of 10 suffices for all x <= 10^(2^10).
    List<BigInteger> powersOf10 = new ArrayList<BigInteger>(10);
    BigInteger powerOf10 = BigInteger.TEN;
    while (x.compareTo(powerOf10) >= 0) {
      powersOf10.add(powerOf10);
      powerOf10 = powerOf10.pow(2);
    }
    BigInteger floorPow = BigInteger.ONE;
    int floorLog = 0;
    for (int i = powersOf10.size() - 1; i >= 0; i--) {
      BigInteger powOf10 = powersOf10.get(i);

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