GiNaC, an open framework for symbolic computation within the C++ programming language: Concept Index: O -- T

Concept Index: O -- T

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	Index Entry	Section

O
	`op()`	4.9 Lists of expressions
	`op()`	5.1.2 Accessing subexpressions
	`Order()`	5.10 Series expansion
	`Order()`	5.12.1 Overview
	output of expressions	5.15.1 Expression output

P
	pair-wise representation	A.2 Internal representation of products and sums
	Pattern matching	5.4 Pattern matching and advanced substitutions
	`Pi`	4.7 Constants
	`pole_error` (class)	4.3 Error handling
	polylogarithm	5.12.2 Multiple polylogarithms
	polynomial	4.8 Sums, products and powers
	polynomial	5. Methods and Functions
	polynomial division	5.7.3 Polynomial division
	`pow()`	4.8 Sums, products and powers
	`power`	4.8 Sums, products and powers
	`power`	A.2 Internal representation of products and sums
	`prem()`	5.7.3 Polynomial division
	`prepend()`	4.9 Lists of expressions
	`primpart()`	5.7.4 Unit, content and primitive part
	`print()`	6.3 GiNaC's expression output system
	`print_context` (class)	6.3 GiNaC's expression output system
	`print_csrc` (class)	6.3 GiNaC's expression output system
	`print_dflt` (class)	6.3 GiNaC's expression output system
	`print_latex` (class)	6.3 GiNaC's expression output system
	`print_tree` (class)	6.3 GiNaC's expression output system
	printing	5.15.1 Expression output
	product rule	5.9 Symbolic differentiation
	product rule	6.2.2 The cosine function
	`pseries` (class)	5.10 Series expansion
	pseudo-remainder	5.7.3 Polynomial division
	`psi()`	5.12.1 Overview

Q
	`quo()`	5.7.3 Polynomial division
	quotient	5.7.3 Polynomial division

R
	radical	A.2 Internal representation of products and sums
	`rank()`	4.13 Matrices
	rational	4.6 Numbers
	`real()`	4.6.2 Numeric functions
	`realsymbol()`	4.5 Symbols
	reference counting	A.1 Expressions are reference counted
	`REGISTER_FUNCTION`	6.2 Symbolic functions
	`relational` (class)	4.11 Relations
	`relational` (class)	5.1.2 Accessing subexpressions
	`rem()`	5.7.3 Polynomial division
	remainder	5.7.3 Polynomial division
	`remove_all()`	4.9 Lists of expressions
	`remove_dirac_ONE()`	4.15.1.2 A generic Clifford algebra
	`remove_first()`	4.9 Lists of expressions
	`remove_last()`	4.9 Lists of expressions
	representation	A.2 Internal representation of products and sums
	resultant	5.7.5 GCD, LCM and resultant
	`resultant()`	5.7.5 GCD, LCM and resultant
	`return_type()`	4.15 Non-commutative objects
	`return_type()`	5.1.1 Checking expression types
	`return_type_tinfo()`	4.15 Non-commutative objects
	`return_type_tinfo()`	5.1.1 Checking expression types
	rounding	4.6 Numbers
	RTTI	6.5.1 GiNaC's run-time type information system

S
	`S()`	5.12.1 Overview
	`series()`	5.10 Series expansion
	simplification	5.8.1 The `normal` method
	`simplify_indexed()`	4.14.4 Dummy indices
	`sin()`	5.12.1 Overview
	`sinh()`	5.12.1 Overview
	`smod()`	4.6.2 Numeric functions
	`solve()`	4.13 Matrices
	`spinidx` (class)	4.14.1 Indexed quantities and their indices
	`spinor_metric()`	4.14.6.3 Minkowski metric tensor
	`sqrfree()`	5.7.6 Square-free decomposition
	`sqrt()`	5.12.1 Overview
	square-free decomposition	5.7.6 Square-free decomposition
	STL	7.1 Advantages
	`subs()`	4.5 Symbols
	`subs()`	4.10 Mathematical functions
	`subs()`	4.14.2 Substituting indices
	`subs()`	5. Methods and Functions
	`subs()`	5.3 Substituting expressions
	`subs()`	5.4.3 Substituting expressions
	`sy_anti()`	4.14.3 Symmetries
	`sy_cycl()`	4.14.3 Symmetries
	`sy_none()`	4.14.3 Symmetries
	`sy_symm()`	4.14.3 Symmetries
	`symbol` (class)	4.5 Symbols
	`symbolic_matrix()`	4.13 Matrices
	`symmetrize()`	5.11 Symmetrization
	`symmetrize_cyclic()`	5.11 Symmetrization
	`symmetry` (class)	4.14.3 Symmetries

T
	`tan()`	5.12.1 Overview
	`tanh()`	5.12.1 Overview
	Taylor expansion	5.10 Series expansion
	temporary replacement	5.8.1 The `normal` method
	`tensor` (class)	4.14.5 Simplifying indexed expressions
	`tgamma()`	5.12.1 Overview
	`to_cl_N()`	4.6.3 Converting numbers
	`to_double()`	4.6.3 Converting numbers
	`to_int()`	4.6.3 Converting numbers
	`to_long()`	4.6.3 Converting numbers
	`to_polynomial()`	5.8.3 Converting to a polynomial or rational expression
	`to_rational()`	5.8.3 Converting to a polynomial or rational expression
	`trace()`	4.13 Matrices
	`transpose()`	4.13 Matrices
	`traverse()`	5.6 Visitors and Tree Traversal
	`traverse_postorder()`	5.6 Visitors and Tree Traversal
	`traverse_preorder()`	5.6 Visitors and Tree Traversal
	`tree`	5.15.1 Expression output
	tree traversal	5.5 Applying a Function on Subexpressions
	Tree traversal	5.15.1 Expression output
	tree traversal	5.6 Visitors and Tree Traversal
	trigonometric function	4.10 Mathematical functions

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