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K Complex AMS and in Effect biography, K Complex AMS and in Effect discography
Just log in, click one button, wait for the download to complete and after that site back, relax and listen the music of your choice or burn it onto CD.Best MP3 Music Download MP3onic.Complex number in double precision.MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.General Public License for more details.The latest version of this Complex class is available from
the Netlib Repository.Constructs a Complex representing the number zero.Constructs a separate new Complex from an existing
Complex.Constructs a Complex representing a real number.Returns the magnitude of a Complex number.Returns the principal inverse hyperbolic cosine of a
Complex number.To perform z1 + z2, you write z1.Returns the principal arc sine of a Complex number.Returns the principal inverse hyperbolic sine of a
Complex number.Returns the principal inverse hyperbolic tangent of a
Complex number.Returns a Complex from real and imaginary parts.Returns the cosine of a Complex number.Extracts the imaginary part of a Complex as a double.Useful for checking up on the exact version.To perform z1 * z2, you write z1.Returns the "negative" of a Complex number.Returns a Complex from a size and direction.Returns the Complex base raised to the power of the Complex exponent.Returns the sine of a Complex number.Returns the hyperbolic sine of a Complex number.Returns the hyperbolic tangent of a Complex number.Converts a Complex into a String of the form
(a + bi).Methods inherited from class java.Constructs a Complex representing a real number.Note: All methods in class
Complex which deliver a Complex are written such that
no intermediate Complex objects get generated.Returns a Complex representing a real number.Returns a Complex from a size and direction.Returns:true if either component of the Complex object is NaN; false, otherwise.Object clone()
Overrides the Cloneable interface.Extracts the real part of a Complex as a double.Scaling by the real number 2.To perform z1 + z2, you write z1.You have to deliberately check for overflow, division by
zero, and so on, for yourself.Note: There are always two square roots for each
Complex number, except for 0 + 0i, or zero.The other
root is the neg() of the first one.Returns this Complex raised to the power of a Complex exponent.Complex log()
Returns the principal natural logarithm of a Complex
number.Complex cos()
Returns the cosine of a Complex number.Complex cosec()
Returns the cosecant of a Complex number.Complex cot()
Returns the cotangent of a Complex number.Complex asin()
Returns the principal arc sine of a Complex number.Complex asinh()
Returns the principal inverse hyperbolic sine of a
Complex number.Complex acosh()
Returns the principal inverse hyperbolic cosine of a
Complex number.There are infinitely many solutions, besides the principal solution.String
public String toString()
Converts a Complex into a String of the form
(a + bi).This enables a Complex to be easily printed.
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