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java.lang.ObjectJSci.maths.fields.IntegerRing
public final class IntegerRing
The IntegerRing class encapsulates the ring of integer numbers.
| Nested Class Summary |
|---|
| Nested classes/interfaces inherited from interface JSci.maths.fields.Ring |
|---|
Ring.Member |
| Field Summary | |
|---|---|
static MathInteger |
ONE
|
static MathInteger |
ZERO
|
| Method Summary | |
|---|---|
static IntegerRing |
getInstance()
Constructs a ring of integer numbers. |
boolean |
isNegative(AbelianGroup.Member a,
AbelianGroup.Member b)
Returns true if one integer number is the negative of the other. |
boolean |
isOne(Ring.Member r)
Returns true if the integer number is equal to one. |
boolean |
isZero(AbelianGroup.Member g)
Returns true if the integer number is equal to zero. |
Ring.Member |
one()
Returns the integer number one. |
AbelianGroup.Member |
zero()
Returns the integer number zero. |
| Methods inherited from class java.lang.Object |
|---|
clone, equals, finalize, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait |
| Field Detail |
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public static final MathInteger ZERO
public static final MathInteger ONE
| Method Detail |
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public static final IntegerRing getInstance()
public AbelianGroup.Member zero()
zero in interface AbelianGrouppublic boolean isZero(AbelianGroup.Member g)
isZero in interface AbelianGroupg - a group member
public boolean isNegative(AbelianGroup.Member a,
AbelianGroup.Member b)
isNegative in interface AbelianGroupa - a group memberb - a group memberpublic Ring.Member one()
one in interface Ringpublic boolean isOne(Ring.Member r)
isOne in interface Ring
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