pygpmp.nt.nt.PrimalityTest Class Reference

Inheritance diagram for pygpmp.nt.nt.PrimalityTest:

Public Member Functions
def	is_prime (self, n)
def	compute_miller_rabin (self, d, n)
def	miller_rabin_prime (self, n, iters)
def	miller_rabin (self, iters, min_val, max_val)
def	witness (self, n, d, a, s)
def	AKS (self, n)
def	jacobian_number (self, a, n)
def	solovoy_strassen (self, p, iters)
def	mod_mul (self, a, b, m)
def	mod_pow (self, a, b, m)
def	carmichael_num (self, n)
def	ETF (self, n)
def	__init__ (self)

Properties
	thisown = property(lambda x: x.this.own(), lambda x, v: x.this.own(v), doc="The membership flag")

Static Private Attributes
	__repr__ = _swig_repr
	__swig_destroy__ = _nt.delete_PrimalityTest

Detailed Description

Definition at line 137 of file nt.py.

Constructor & Destructor Documentation

__init__()

def pygpmp.nt.nt.PrimalityTest.__init__

(

self

)

Definition at line 177 of file nt.py.

    def __init__(self):
        _nt.PrimalityTest_swiginit(self, _nt.new_PrimalityTest())

Member Function Documentation

AKS()

def pygpmp.nt.nt.PrimalityTest.AKS	(		self,
			n
	)

Definition at line 156 of file nt.py.

    def AKS(self, n):
        return _nt.PrimalityTest_AKS(self, n)
 

carmichael_num()

def pygpmp.nt.nt.PrimalityTest.carmichael_num	(		self,
			n
	)

Definition at line 171 of file nt.py.

    def carmichael_num(self, n):
        return _nt.PrimalityTest_carmichael_num(self, n)
 

compute_miller_rabin()

def pygpmp.nt.nt.PrimalityTest.compute_miller_rabin	(		self,
			d,
			n
	)

Definition at line 144 of file nt.py.

    def compute_miller_rabin(self, d, n):
        return _nt.PrimalityTest_compute_miller_rabin(self, d, n)
 

ETF()

def pygpmp.nt.nt.PrimalityTest.ETF	(		self,
			n
	)

Definition at line 174 of file nt.py.

    def ETF(self, n):
        return _nt.PrimalityTest_ETF(self, n)
 

is_prime()

def pygpmp.nt.nt.PrimalityTest.is_prime	(		self,
			n
	)

Definition at line 141 of file nt.py.

    def is_prime(self, n):
        return _nt.PrimalityTest_is_prime(self, n)
 

jacobian_number()

def pygpmp.nt.nt.PrimalityTest.jacobian_number	(		self,
			a,
			n
	)

Definition at line 159 of file nt.py.

    def jacobian_number(self, a, n):
        return _nt.PrimalityTest_jacobian_number(self, a, n)
 

miller_rabin()

def pygpmp.nt.nt.PrimalityTest.miller_rabin	(		self,
			iters,
			min_val,
			max_val
	)

Definition at line 150 of file nt.py.

    def miller_rabin(self, iters, min_val, max_val):
        return _nt.PrimalityTest_miller_rabin(self, iters, min_val, max_val)
 

miller_rabin_prime()

def pygpmp.nt.nt.PrimalityTest.miller_rabin_prime	(		self,
			n,
			iters
	)

Definition at line 147 of file nt.py.

    def miller_rabin_prime(self, n, iters):
        return _nt.PrimalityTest_miller_rabin_prime(self, n, iters)
 

mod_mul()

def pygpmp.nt.nt.PrimalityTest.mod_mul	(		self,
			a,
			b,
			m
	)

Definition at line 165 of file nt.py.

    def mod_mul(self, a, b, m):
        return _nt.PrimalityTest_mod_mul(self, a, b, m)
 

mod_pow()

def pygpmp.nt.nt.PrimalityTest.mod_pow	(		self,
			a,
			b,
			m
	)

Definition at line 168 of file nt.py.

    def mod_pow(self, a, b, m):
        return _nt.PrimalityTest_mod_pow(self, a, b, m)
 

solovoy_strassen()

def pygpmp.nt.nt.PrimalityTest.solovoy_strassen	(		self,
			p,
			iters
	)

Definition at line 162 of file nt.py.

    def solovoy_strassen(self, p, iters):
        return _nt.PrimalityTest_solovoy_strassen(self, p, iters)
 

witness()

def pygpmp.nt.nt.PrimalityTest.witness	(		self,
			n,
			d,
			a,
			s
	)

Definition at line 153 of file nt.py.

    def witness(self, n, d, a, s):
        return _nt.PrimalityTest_witness(self, n, d, a, s)
 

Member Data Documentation

__repr__

pygpmp.nt.nt.PrimalityTest.__repr__ = _swig_repr

staticprivate

Definition at line 139 of file nt.py.

__swig_destroy__

pygpmp.nt.nt.PrimalityTest.__swig_destroy__ = _nt.delete_PrimalityTest

staticprivate

Definition at line 179 of file nt.py.

Property Documentation

thisown

pygpmp.nt.nt.PrimalityTest.thisown = property(lambda x: x.this.own(), lambda x, v: x.this.own(v), doc="The membership flag")

static

Definition at line 138 of file nt.py.

---

The documentation for this class was generated from the following file:

• pygpmp/nt/nt.py