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Class JSci.maths.fields.ComplexField
java.lang.Object
|
+----JSci.maths.fields.ComplexField
- public final class ComplexField
- extends Object
- implements Field
The ComplexField class encapsulates the field of complex numbers.
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HALF
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HALF_I
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I
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MINUS_HALF
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MINUS_HALF_I
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MINUS_I
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MINUS_ONE
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MINUS_PI_2
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MINUS_PI_2_I
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MINUS_SQRT_HALF_I
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MINUS_TWO
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ONE
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PI
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PI_2
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PI_2_I
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PI_I
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SQRT_HALF
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SQRT_HALF_I
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TWO
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ZERO
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ComplexField()
- Constructs a field of complex numbers.
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isInverse(FieldMember, FieldMember)
- Returns true if one complex number is the inverse of the other.
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isNegative(AbelianGroupMember, AbelianGroupMember)
- Returns true if one complex number is the negative of the other.
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isOne(RingMember)
- Returns true if the complex number is equal to one.
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isZero(AbelianGroupMember)
- Returns true if the complex number is equal to zero.
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one()
- Returns the complex number zero.
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zero()
- Returns the complex number zero.
ZERO
public static final Complex ZERO
I
public static final Complex I
ONE
public static final Complex ONE
MINUS_ONE
public static final Complex MINUS_ONE
MINUS_I
public static final Complex MINUS_I
HALF
public static final Complex HALF
MINUS_HALF
public static final Complex MINUS_HALF
HALF_I
public static final Complex HALF_I
MINUS_HALF_I
public static final Complex MINUS_HALF_I
TWO
public static final Complex TWO
MINUS_TWO
public static final Complex MINUS_TWO
SQRT_HALF
public static final Complex SQRT_HALF
SQRT_HALF_I
public static final Complex SQRT_HALF_I
MINUS_SQRT_HALF_I
public static final Complex MINUS_SQRT_HALF_I
PI
public static final Complex PI
PI_I
public static final Complex PI_I
PI_2
public static final Complex PI_2
MINUS_PI_2
public static final Complex MINUS_PI_2
PI_2_I
public static final Complex PI_2_I
MINUS_PI_2_I
public static final Complex MINUS_PI_2_I
ComplexField
public ComplexField()
- Constructs a field of complex numbers.
zero
public AbelianGroupMember zero()
- Returns the complex number zero.
isZero
public boolean isZero(AbelianGroupMember g)
- Returns true if the complex number is equal to zero.
isNegative
public boolean isNegative(AbelianGroupMember a,
AbelianGroupMember b)
- Returns true if one complex number is the negative of the other.
one
public RingMember one()
- Returns the complex number zero.
isOne
public boolean isOne(RingMember r)
- Returns true if the complex number is equal to one.
isInverse
public boolean isInverse(FieldMember a,
FieldMember b)
- Returns true if one complex number is the inverse of the other.
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