Inheritance diagram for pyclearsilver.fixedpoint.FixedPoint:

Public Member Functions
def	__abs__
def	__add__
def	__cmp__
def	__deepcopy__
def	__div__
def	__divmod__
def	__float__
def	__hash__
def	__init__
def	__int__
def	__long__
def	__mod__
def	__mul__
def	__neg__
def	__nonzero__
def	__rdiv__
def	__rdivmod__
def	__repr__
def	__rmod__
def	__rsub__
def	__str__
def	__sub__
def	copy
def	frac
def	get_precision
def	set_precision
Public Attributes
	n
	p
Properties
	precision = property(get_precision, set_precision)
Private Member Functions
def	__reduce
def	_roundquotient
Static Private Attributes
	__copy__ = copy
	__radd__ = __add__
	__rmul__ = __mul__
list	__slots__ = ['n', 'p']

Detailed Description

Basic FixedPoint object class,
    The exact value is self.n / 10**self.p;
    self.n is a long; self.p is an int

Definition at line 164 of file fixedpoint.py.

Constructor & Destructor Documentation

def pyclearsilver.fixedpoint.FixedPoint.__init__	(	self,
		value = `0`,
		precision = `DEFAULT_PRECISION`
	)

Definition at line 170 of file fixedpoint.py.

Member Function Documentation

def pyclearsilver.fixedpoint.FixedPoint.__abs__ ( self )

Returns new FixedPoint containing the absolute value of this FixedPoint

Definition at line 343 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__add__	(	self,
		other
	)

Definition at line 350 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__cmp__	(	self,
		other
	)

Definition at line 315 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__deepcopy__	(	self,
		memo
	)

Definition at line 312 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__div__	(	self,
		other
	)

Definition at line 372 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__divmod__	(	self,
		other
	)

Definition at line 385 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__float__ ( self )

Return the floating point representation of this FixedPoint. 
    Caution! float can lose precision.

Definition at line 405 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__hash__ ( self )

Caution!  == values must have equal hashes, and a FixedPoint
    is essentially a rational in unnormalized form.  There's
    really no choice here but to normalize it, so hash is
    potentially expensive.
    n, p = self.__reduce()

    Obscurity: if the value is an exact integer, p will be 0 now,
    so the hash expression reduces to hash(n).  So FixedPoints
    that happen to be exact integers hash to the same things as
    their int or long equivalents.  This is Good.  But if a
    FixedPoint happens to have a value exactly representable as
    a float, their hashes may differ.  This is a teensy bit Bad.

Definition at line 319 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__int__ ( self )

Return integer value of FixedPoint object.

Definition at line 423 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__long__ ( self )

EJG/DF - Should this round instead?
    Note e.g. long(-1.9) == -1L and long(1.9) == 1L in Python
    Note that __int__ inherits whatever __long__ does,
 and .frac() is affected too

Definition at line 412 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__mod__	(	self,
		other
	)

Definition at line 398 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__mul__	(	self,
		other
	)

Definition at line 365 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__neg__ ( self )

Definition at line 340 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__nonzero__ ( self )

Returns true if this FixedPoint is not equal to zero

Definition at line 336 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__rdiv__	(	self,
		other
	)

Definition at line 381 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__rdivmod__	(	self,
		other
	)

Definition at line 394 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__reduce ( self ) [private]

Return n, p s.t. self == n/10**p and n % 10 != 0

Definition at line 445 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__repr__ ( self )

Definition at line 304 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__rmod__	(	self,
		other
	)

Definition at line 401 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__rsub__	(	self,
		other
	)

Definition at line 362 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__str__ ( self )

Definition at line 292 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.__sub__	(	self,
		other
	)

Definition at line 357 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint._roundquotient	(	self,
		x,
		y
	)	`[private]`

Divide x by y,
return the result of rounding
Developers may substitute their own 'round' for custom rounding
y must be > 0

Definition at line 434 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.copy ( self )

Definition at line 307 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.frac ( self )

Return fractional portion as a FixedPoint.

   x.frac() + long(x) == x

Definition at line 427 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.get_precision ( self )

Return the precision of this FixedPoint.

   The precision is the number of decimal digits carried after
   the decimal point, and is an int >= 0.

Definition at line 257 of file fixedpoint.py.

def pyclearsilver.fixedpoint.FixedPoint.set_precision	(	self,
		precision = `DEFAULT_PRECISION`
	)

Change the precision carried by this FixedPoint to p.

   precision must be an int >= 0, and defaults to
   DEFAULT_PRECISION.

   If precision is less than this FixedPoint's current precision,
   information may be lost to rounding.

Definition at line 266 of file fixedpoint.py.