| java.lang.Object | |
| ↳ | java.security.spec.ECFieldF2m |
The parameters specifying a characteristic 2 finite field of an elliptic curve.
| Public Constructors | |||||||||||
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Creates a new
ECFieldF2m
with
2^m
elements with a normal
basis.
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Creates a new
ECFieldF2m
with
2^m
elements with a polynomial
basis and the reduction polynomial based on
rp
.
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|
|
Creates a new
ECFieldF2m
with
2^m
elements with
a polynomial basis and the reduction polynomial based on
ks
.
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| Public Methods | |||||||||||
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Returns whether the specified object equals to this finite field.
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Returns the size of this finite field (in bits).
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Returns the exponent
m
for this finite field, with
2^m
as
the number of elements.
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|
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Returns a copy of the integer array containing the order of the middle
term(s) of the reduction polynomial for a polynomial basis.
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|
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Returns the base of the reduction polynomial with the n-th bit
corresponding to the n-th coefficient of the reduction polynomial for a
polynomial basis.
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Returns the hashcode value for this finite field.
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[Expand]
Inherited Methods
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From class
java.lang.Object
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From interface
java.security.spec.ECField
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Creates a new
ECFieldF2m
with
2^m
elements with a normal
basis.
| m |
the exponent
m
for the number of elements.
|
|---|
| IllegalArgumentException |
if
m <= zero
.
|
|---|
Creates a new
ECFieldF2m
with
2^m
elements with a polynomial
basis and the reduction polynomial based on
rp
.
The reduction polynomial must be either trinomial or pentanomial .
| m |
the exponent
m
for the number of elements.
|
|---|---|
| rp | the base of the reduction polynomial with the n-th bit corresponding to the n-th coefficient of the reduction polynomial. |
| IllegalArgumentException |
if
m <= zero
or the
rp
is invalid.
|
|---|
Creates a new
ECFieldF2m
with
2^m
elements with
a polynomial basis and the reduction polynomial based on
ks
.
The reduction polynomial must be either trinomial or pentanomial .
| m |
the exponent
m
for the number of elements.
|
|---|---|
| ks | the base of the reduction polynomial with coefficients given in descending order. |
| IllegalArgumentException |
if
m <= zero
or the reduction polynomial is not
valid.
|
|---|
Returns whether the specified object equals to this finite field.
| obj | the object to compare to this finite field. |
|---|
true
if the specified object is equal to this finite field,
otherwise
false
.
Returns the size of this finite field (in bits).
Returns the exponent
m
for this finite field, with
2^m
as
the number of elements.
m
for this finite field
Returns a copy of the integer array containing the order of the middle term(s) of the reduction polynomial for a polynomial basis.
null
for a normal basis.
Returns the base of the reduction polynomial with the n-th bit corresponding to the n-th coefficient of the reduction polynomial for a polynomial basis.
null
for a normal basis.
Returns the hashcode value for this finite field.