Uses of Interface
org.nfunk.jep.function.PostfixMathCommandI

Packages that use PostfixMathCommandI

org.lsmp.djep.djep
org.lsmp.djep.djep.diffRules
org.lsmp.djep.groupJep.function
org.lsmp.djep.jama
org.lsmp.djep.matrixJep
org.lsmp.djep.matrixJep.function
org.lsmp.djep.sjep
org.lsmp.djep.vectorJep.function
org.lsmp.djep.xjep
org.lsmp.djep.xjep.function
org.nfunk.jep
org.nfunk.jep.evaluation
org.nfunk.jep.function

Uses of PostfixMathCommandI in org.lsmp.djep.djep

Classes in org.lsmp.djep.djep that implement PostfixMathCommandI

class

Diff The diff(f,x) operator.

Uses of PostfixMathCommandI in org.lsmp.djep.djep.diffRules

Fields in org.lsmp.djep.djep.diffRules declared as PostfixMathCommandI

protected PostfixMathCommandI

ChainRuleDiffRules.pfmc

Methods in org.lsmp.djep.djep.diffRules that return PostfixMathCommandI

PostfixMathCommandI

ChainRuleDiffRules.getPfmc() returns the PostfixMathCommandI for the function.

Constructors in org.lsmp.djep.djep.diffRules with parameters of type PostfixMathCommandI

MacroDiffRules(DJep djep, String inName, PostfixMathCommandI inPfmc, String rule)
Create a differention rule for function with 1 argument

MacroDiffRules(DJep djep, String inName, PostfixMathCommandI inPfmc, String[] inRules)
Create a differentation rule for function with n arguments.

MacroDiffRules(DJep djep, String inName, PostfixMathCommandI inPfmc, String rule1, String rule2)
Create a differention rule for function with 2 arguments.

PassThroughDiffRule(String inName, PostfixMathCommandI inPfmc)

Uses of PostfixMathCommandI in org.lsmp.djep.groupJep.function

Classes in org.lsmp.djep.groupJep.function that implement PostfixMathCommandI

class	GAdd Add function for use with arbitary groups.
class	GComparative Implements logical operations on a group.
class	GDivide Divide function for use with arbitary groups.
class	GList List function for use with arbitary groups.
class	GLogical Implements logical operators for a group.
class	GMod Modulus operator for group.
class	GMultiply Multiplication operator for a group.
class	GNot Not function for use with arbitary groups.
class	GPower Power operator for a group.
class	GSubtract Subtract operator for a group.
class	GUMinus Unitary division for a group.

Uses of PostfixMathCommandI in org.lsmp.djep.jama

Classes in org.lsmp.djep.jama that implement PostfixMathCommandI

class	Inverse Find the inverses of a matrix.
class	Rank Find the rank of a matrix.
class	Solve z = solve(x,y) solves x*z = y where x,y,z are real matricies.

Uses of PostfixMathCommandI in org.lsmp.djep.matrixJep

Methods in org.lsmp.djep.matrixJep with parameters of type PostfixMathCommandI

ASTFunNode	MatrixNodeFactory.buildFunctionNode(String name, PostfixMathCommandI pfmc, Node[] arguments) Builds a function with n arguments
Dimensions	MatrixNodeFactory.calcDim(String name, PostfixMathCommandI pfmc, Node[] arguments) Calculates the dimension of node using the dimensions of the children.

Uses of PostfixMathCommandI in org.lsmp.djep.matrixJep.function

Classes in org.lsmp.djep.matrixJep.function that implement PostfixMathCommandI

class	MArrayAccess
class	MAssign A matrix enabled assignment function.
class	MDiff
class	MIf The if(condExpr,posExpr,negExpr) function.
class	MList A enhanced version of list, allows matrices and tensors.
class	MMap
class	MPower An overloaded Power function compatible with MatrixJep.
class	MSum

Uses of PostfixMathCommandI in org.lsmp.djep.sjep

Constructors in org.lsmp.djep.sjep with parameters of type PostfixMathCommandI

PFunction(PolynomialCreator pc, String name, PostfixMathCommandI pfmc, PNodeI[] args)

Uses of PostfixMathCommandI in org.lsmp.djep.vectorJep.function

Subinterfaces of PostfixMathCommandI in org.lsmp.djep.vectorJep.function

interface	BinaryOperatorI A matrix enabled binary operator.
interface	NaryOperatorI A matrix enabled operator with N arguments.
interface	UnaryOperatorI A matrix enabled unary operator.

Classes in org.lsmp.djep.vectorJep.function that implement PostfixMathCommandI

class	ArrayAccess A postfix MathCommand which facilitates the getting and setting of vector and matrix elements.
class	Determinant Calculate the Determinant of a matrix det([[1,2],[3,4]]) -> 1*4-2*3 = -2
class	Diagonal Creates a diagonal matrix, with a given vector as diagonals elements.
class	ElementComparative Multiplies any number of Vectors or Matrices element by element.
class	ElementDivide Multiplies any number of Vectors or Matrices element by element.
class	ElementMultiply Multiplies any number of Vectors or Matricies element by element.
class	ExteriorProduct An overloaded operator, either cross product or power.
class	GenMat Generate vectors and matrices.
class	GetDiagonal Extracts diagonal from a square matrix.
class	Id Creates an identity matrix.
class	Length Returns the length of a vector.
class	MAdd An extension of the Add command to allow it to add MVector's and Matrix's.
class	MDivide An extension of the Divide class with vectors and matricies.
class	MDot The MDot operator.
class	MMultiply An extension of the Multiply to with vectors and matricies.
class	MSubtract An extension of the Add command to allow it to add MVector's and Matrix's.
class	MUMinus Unitary minus for matrices.
class	Size Returns the size of an Scaler, Vector or Matrix.
class	Trace Calculate the trace of a matrix trace([[1,2],[3,4]]) -> 1+4 = 5
class	Transpose Transpose a matrix.
class	VEle ele(x,i) returns the i-th element of a vector x.
class	VList A enhanced version of List, allows matrices and tensors.
class	VMap evaluates a function on every element of a vector or matrix.
class	VPower An overloaded power function, if both arguments are vectors returns the exteriour product, else return standard power.
class	VRange A enhanced version of List, allows matrices and tensors.
class	VSum Adds the elements of a vector or matrix.

Uses of PostfixMathCommandI in org.lsmp.djep.xjep

Classes in org.lsmp.djep.xjep that implement PostfixMathCommandI

class	Eval Symbolic eval(x^3,x,2) operator.
class	MacroFunction A function specified by a string.

Methods in org.lsmp.djep.xjep with parameters of type PostfixMathCommandI

ASTConstant	NodeFactory.buildConstantNode(PostfixMathCommandI pfmc, Node[] children) Creates a ASTConstant whose value of applying the operator to its arguments.
ASTFunNode	NodeFactory.buildFunctionNode(String name, PostfixMathCommandI pfmc, Node[] arguments) Builds a function with n arguments This method should be sub-classed
Object	XJep.evaluate(PostfixMathCommandI pfmc, Node node)

Constructors in org.lsmp.djep.xjep with parameters of type PostfixMathCommandI

XOperator(String name, PostfixMathCommandI pfmc, int flags)
construct a new operator.

XOperator(String name, PostfixMathCommandI pfmc, int flags, int precedence)
Allows a given precedent to be set.

XOperator(String name, String symbol, PostfixMathCommandI pfmc, int flags)
construct a new operator, with a different name and symbol

XOperator(String name, String symbol, PostfixMathCommandI pfmc, int flags, int precedence)
Allows a given precedent to be set.

Uses of PostfixMathCommandI in org.lsmp.djep.xjep.function

Classes in org.lsmp.djep.xjep.function that implement PostfixMathCommandI

class	Define Allows functions to be defined in equations.
class	FromBase
class	Max A max function Max(x^2,x,1,10) finds the max of x^2 with x running from 1 to 10.
class	MaxArg
class	Min A min function Min(x^2,x,1,10) finds the min of x^2 with x running from 1 to 10.
class	MinArg
class	Product A product function product(x^2,x,1,10) finds the product of x^2 with x running from 1 to 10.
class	Simpson The Simpson rule for approximation to a definite integral.
class	SumType Base class for functions like Sum(x^2,x,1,10) which finds the sum of x^2 with x running from 1 to 10.
class	ToBase Convert a number to a string in a given base.
class	Trapezium The trapezium rule for approximation to a definite integral.
class	XAssign An assignment operator so we can do x=3+4.

Uses of PostfixMathCommandI in org.nfunk.jep

Methods in org.nfunk.jep that return PostfixMathCommandI

PostfixMathCommandI	FunctionTable.get(String s) returns the PostfixMathCommandI for function with name s.
PostfixMathCommandI	Operator.getPFMC()
PostfixMathCommandI	ASTFunNode.getPFMC() Returns the math command class associated with this node.

Methods in org.nfunk.jep with parameters of type PostfixMathCommandI

void	JEP.addFunction(String functionName, PostfixMathCommandI function) Adds a new function to the parser.
Object	EvaluatorVisitor.eval(PostfixMathCommandI pfmc, Node[] children) Evaluates a PostfixMathCommandI with given arguments.
Object	FunctionTable.put(String s, PostfixMathCommandI pfmc) adds the PostfixMathCommandI for the function with name s.
void	ASTFunNode.setFunction(String name_in, PostfixMathCommandI pfmc_in) Sets the function for a node.
void	Operator.setPFMC(PostfixMathCommandI pfmc)

Constructors in org.nfunk.jep with parameters of type PostfixMathCommandI

Operator(String name, PostfixMathCommandI pfmc)
construct a new operator.

Operator(String name, String symbol, PostfixMathCommandI pfmc)
construct a new operator, with a different name and symbol

Uses of PostfixMathCommandI in org.nfunk.jep.evaluation

Methods in org.nfunk.jep.evaluation that return PostfixMathCommandI

PostfixMathCommandI

CommandElement.getPFMC()

Methods in org.nfunk.jep.evaluation with parameters of type PostfixMathCommandI

void	CommandElement.setPFMC(PostfixMathCommandI commandI)

Uses of PostfixMathCommandI in org.nfunk.jep.function

Classes in org.nfunk.jep.function that implement PostfixMathCommandI

class	Abs
class	Add Addition function.
class	ArcCosine The acos function.
class	ArcCosineH Implements the arcCosH function.
class	ArcSine
class	ArcSineH Implements the arcSinH function.
class	ArcTangent
class	ArcTangent2 atan2(y, x) Returns the angle whose tangent is y/x.
class	ArcTanH Implements the arcTanH function.
class	Arg Argument of a complex number
class	Assign An assignment operator so we can do x=3+4.
class	Binomial Binomial coeficients: binom(n,i).
class	Ceil A PostfixMathCommandI which find the smallest integer above the number ceil(pi) give 4 ceil(-i) give -3
class	Comparative Implements the comparative operations <, >, <=, >=, != and ==.
class	ComplexPFMC Converts a pair of real numbers to a complex number Complex(x,y)=x+i y.
class	Conjugate The complex conjugate of a number conj(c)
class	Cosine
class	CosineH
class	Cross
class	Divide
class	Dot
class	Ele Function which allows array access using the a[3] notation on left and right hand side.
class	Exp The exp function.
class	Floor A PostfixMathCommandI which find the smallest integer below the number ceil(pi) give 3 ceil(-i) give -4
class	If The if(condExpr,posExpr,negExpr) function.
class	Imaginary
class	List The list function.
class	Logarithm Log bass 10.
class	Logical
class	Modulus
class	Multiply
class	NaturalLogarithm Natural logarithm.
class	Not
class	Polar Converts a pair of real numbers to a complex number Complex(x,y)=x+i y.
class	PostfixMathCommand Function classes extend this class.
class	Power
class	Random Encapsulates the Math.random() function.
class	Range The list function.
class	Real
class	Round A PostfixMathCommandI which rounds a number round(pi) finds the closest integer to the argument round(pi,3) rounds the argument to 3 decimal places
class	Sine
class	SineH
class	SquareRoot
class	Str Converts an object into its string representation.
class	Subtract
class	Sum This class serves mainly as an example of a function that accepts any number of parameters.
class	Tangent
class	TanH
class	UMinus