- Install swig and Java.
- set SWIG to the path to swig in make_wrap.bat
- set JAVA_DIR to the path to java in set-java-path.bat.
- Use the follogin commands:
> cd java
> make_wrap.bat
- bin/bn254_if_wrap.dll is a dll for java.
-
set JAVA_INC to the path to Java in Makefile
make test
-
bin/libbn254_if_wrap.so is a shared library for java.
- At first, call these functions.
> System.loadLibrary("bn254_if_wrap");
> BN254.SystemInit();
-
a wrapped class of mpz_class of GMP.
-
Mpz(int), Mpz(String)
-
void set(int x)
- Set x to this.
-
void set(String x)
- Set x to this.
-
void add(Mpz x)
- Set (this + x) to this.
-
void sub(Mpz x)
- Set (this - x) to this.
-
void mul(Mpz x)
- Set (this * x) to this.
-
void mod(Mpz x)
- Set (this % x) to this.
- a wrapped class of bn::Fp, bn::Fp2, bn::Fp12.
- Fp(int), Fp(String)
- void set(int x)
- Set x to this.
- void set(String x)
- Set x to this.
- The format of Fp is "123", "0xabc"
- The format of Fp2 is "[a,b]" ; a, b are the format of Fp
- The format of Fp12 is "[[[a0,b0],[a1,b1],[a2,b2]], [[a3,b3],[a4,b4],[a5,b5]]]"
- void add(Fp x)
- Set (this + x) to this.
- void sub(Fp x)
- Set (this - x) to this.
- void mul(Fp x)
- Set (this * x) to this.
- void power(Mpz x)
- Set (this ^ x) to this.
- Fp2(int a, int b)
- Set (a, b) to this.
- Fp2(Fp a, Fp b)
- Set (a, b) to this.
- Fp2(String a, String b)
- Set (a, b) to this.
- Fp getA()
- Return the reference to a where this = (a, b).
- Fp getB()
- Return the reference to b where this = (a, b).
- pairing(Ec2 ec2, Ec1 ec1)
- Set opt_ate_pairing(ec2, ec1) to this.
-
a wrapped class of bn::Ec1 and bn::Ec2.
-
Ec1(Fp x, Fp y)
- Set (x, y, 1) to this.
-
Ec1(Fp x, Fp y, Fp z)
- Set (x:y:z) to this.
-
Ec1(String x)
- Set x to this.
- The format of Ec1 is "x_y" or "0" ; x, y are the format of Fp. "0" is the infinity point.
- The format of Ec2 is "x_y" or "0" ; x, y are the format of Fp2.
-
Boolean isValid()
- Is (x:y:z) on the curve?
-
Boolean isZero()
- Is this equal to the infinity point?
-
void clear()
- set this to the infinity point.
-
dbl()
- set (this * 2) to this.
-
neg()
- Set (-this) to this.
-
add(Ec1 x)
- Set (this + x) to this.
-
sub(Ec1 x)
- Set (this - x) to this.
-
mul(Mpz& x)
- Set (this * x) to this.
-
Fp getX()
- Return the value of x.
-
Fp getY()
- Return the value of y.
-
Fp getZ()
- Return the value of z.