phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph Class Reference

Inheritance diagram for phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph:

Collaboration diagram for phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph:

Public Member Functions
def	__init__ (self, points_list, context_object=None, mode=None)
def	representative_points (self)
def	get_minmax_data (self)
def	xmin (self)
def	xmax (self)
def	ymin (self)
def	ymax (self)
def	mark_point (self, pspict=None)
def	bounding_box (self, pspict=None)
def	math_bounding_box (self, pspict=None)
def	tikz_code (self, pspict=None)
def	latex_code (self, language, pspict=None)
def	__str__ (self)

Public Attributes
	points_list
	I
	F
	context_object
	contex_object
	mode

Private Attributes
	_minmax_data

Constructor & Destructor Documentation

def phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.__init__	(		self,
			points_list,
			context_object = None,
			mode = None
	)

Member Function Documentation

def phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.__str__

(

self

)

Return a string representation

EXAMPLES::

sage: from phystricks.BasicGeometricObjects import *
sage: print InterpolationCurve([Point(0,0),Point(1,1)])
<InterpolationCurve with points ['<Point(0,0)>', '<Point(1,1)>']>

def phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.bounding_box	(		self,
			pspict = None
	)

Return the bounding box of the interpolation curve

EXAMPLES::

sage: from phystricks import *
sage: print InterpolationCurve([Point(0,0),Point(1,1)]).bounding_box()
<BoundingBox xmin=0.0,xmax=1.0; ymin=0.0,ymax=1.0>

sage: C=Circle(Point(0,0),1)
sage: n=400
sage: print InterpolationCurve([C.get_point(i*SR(360)/n,advised=False) for i in range(n)]).bounding_box()
<BoundingBox xmin=-1.0,xmax=1.0; ymin=-1.0,ymax=1.0>

NOTE::

Since the bounding box is computed from the give points while the curve is an interpolation,
this bounding box is incorrect to the extend that \pscurve does not remains in the convex hull
of the given points.

EXAMPLE:
sage: F=InterpolationCurve([Point(-1,1),Point(1,1),Point(1,-1),Point(-1,-1)])
sage: print F.bounding_box()
<BoundingBox xmin=-1.0,xmax=1.0; ymin=-1.0,ymax=1.0>

def phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.get_minmax_data

(

self

)

Return a dictionary whose keys give the xmin, xmax, ymin, and ymax
data for this graphic.

EXAMPLES::

sage: from phystricks import *
sage: C=Circle(Point(0,0),1)
sage: n=400
sage: InterpolationCurve([C.get_point(i*SR(360)/n,advised=False) for i in range(n)]).get_minmax_data()
{'xmax': 1.0, 'xmin': -1.0, 'ymax': 1.0, 'ymin': -1.0}

def phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.latex_code	(		self,
			language,
			pspict = None
	)

def phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.mark_point	(		self,
			pspict = None
	)

def phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.math_bounding_box	(		self,
			pspict = None
	)

return the bounding box corresponding to the curve without decorations.

See InterpolationCurve.bounding_box()

def phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.representative_points

(

self

)

def phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.tikz_code	(		self,
			pspict = None
	)

def phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.xmax

(

self

)

def phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.xmin

(

self

)

def phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.ymax

(

self

)

def phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.ymin

(

self

)

Member Data Documentation

phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph._minmax_data

private

phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.contex_object

phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.context_object

phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.F

phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.I

phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.mode

phystricks.src.InterpolationCurveGraph.InterpolationCurveGraph.points_list

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

• src/InterpolationCurveGraph.py