Concept Index

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	Index Entry	Section

@
	`ex_to<...>()`	5.1.1 Checking expression types
	`is_a<...>()`	5.1.1 Checking expression types
	`is_exactly_a<...>()`	5.1.1 Checking expression types

A
	`abs()`	5.12.1 Overview
	`accept()`	5.6 Visitors and Tree Traversal
	accuracy	4.6 Numbers
	`acos()`	5.12.1 Overview
	`acosh()`	5.12.1 Overview
	`add`	4.8 Sums, products and powers
	`add`	A.2 Internal representation of products and sums
	advocacy	7. A Comparison With Other CAS
	alternating Euler sum	5.12.2 Multiple polylogarithms
	AM_PATH_GINAC	B.2 ``AM_PATH_GINAC`'
	`antisymmetrize()`	5.11 Symmetrization
	`append()`	4.9 Lists of expressions
	`archive` (class)	5.15.3 Archiving
	archiving	5.15.3 Archiving
	`asin()`	5.12.1 Overview
	`asinh()`	5.12.1 Overview
	`atan()`	5.12.1 Overview
	`atanh()`	5.12.1 Overview
	atom	4.4 The Class Hierarchy
	atom	4.5 Symbols
	Autoconf	3.2 Configuration

B
	`bernoulli()`	4.6.2 Numeric functions
	`beta()`	5.12.1 Overview
	`binomial()`	5.12.1 Overview
	branch cut	5.12.1 Overview
	building GiNaC	3.3 Building GiNaC

C
	`calchash()`	6.5.4 Optional member functions
	`canonicalize_clifford()`	4.15.1.2 A generic Clifford algebra
	`Catalan`	4.7 Constants
	chain rule	5.9 Symbolic differentiation
	`charpoly()`	4.13 Matrices
	`clifford` (class)	4.15 Non-commutative objects
	`clifford_bar()`	4.15.1.2 A generic Clifford algebra
	`clifford_inverse()`	4.15.1.2 A generic Clifford algebra
	`clifford_moebius_map()`	4.15.1.2 A generic Clifford algebra
	`clifford_norm()`	4.15.1.2 A generic Clifford algebra
	`clifford_prime()`	4.15.1.2 A generic Clifford algebra
	`clifford_star()`	4.15.1.2 A generic Clifford algebra
	`clifford_to_lst()`	4.15.1.2 A generic Clifford algebra
	`clifford_unit()`	4.15.1.1 Dirac gamma matrices
	CLN	3. Installation
	CLN	4.6 Numbers
	`coeff()`	5.7.2 Degree and coefficients
	`collect()`	5.7.1 Expanding and collecting
	`collect_common_factors()`	5.7.1 Expanding and collecting
	`color` (class)	4.15.1.2 A generic Clifford algebra
	`color_d()`	4.15.2 Color algebra
	`color_f()`	4.15.2 Color algebra
	`color_h()`	4.15.2 Color algebra
	`color_ONE()`	4.15.2 Color algebra
	`color_T()`	4.15.2 Color algebra
	`color_trace()`	4.15.2 Color algebra
	`compare()`	5.1.4 Ordering expressions
	`compare_same_type()`	6.5.2 A minimalistic example
	complex numbers	4.6 Numbers
	configuration	3.2 Configuration
	`conjugate()`	5.12.1 Overview
	`conjugate()`	5.13 Complex Conjugation
	`const_iterator`	5.1.2 Accessing subexpressions
	`const_postorder_iterator`	5.1.2 Accessing subexpressions
	`const_preorder_iterator`	5.1.2 Accessing subexpressions
	`constant` (class)	4.7 Constants
	container	4.4 The Class Hierarchy
	container	5.1.2 Accessing subexpressions
	`content()`	5.7.4 Unit, content and primitive part
	contravariant	4.14.1 Indexed quantities and their indices
	Converting `ex` to other classes	5.1.1 Checking expression types
	copy-on-write	A.1 Expressions are reference counted
	`cos()`	5.12.1 Overview
	`cosh()`	5.12.1 Overview
	covariant	4.14.1 Indexed quantities and their indices
	`csgn()`	5.12.1 Overview
	`csrc`	5.15.1 Expression output
	`csrc_cl_N`	5.15.1 Expression output
	`csrc_double`	5.15.1 Expression output
	`csrc_float`	5.15.1 Expression output

D
	`DECLARE_FUNCTION`	6.2 Symbolic functions
	`degree()`	5.7.2 Degree and coefficients
	`delta_tensor()`	4.14.6 Predefined tensors
	`denom()`	5.8.2 Numerator and denominator
	denominator	5.8.2 Numerator and denominator
	`determinant()`	4.13 Matrices
	`dflt`	5.15.1 Expression output
	`diag_matrix()`	4.13 Matrices
	`diff()`	5.9 Symbolic differentiation
	differentiation	5.9 Symbolic differentiation
	`Digits`	4.6 Numbers
	`Digits`	5.2 Numerical Evaluation
	`dirac_gamma()`	4.15.1 Clifford algebra
	`dirac_gamma5()`	4.15.1.1 Dirac gamma matrices
	`dirac_gammaL()`	4.15.1.1 Dirac gamma matrices
	`dirac_gammaR()`	4.15.1.1 Dirac gamma matrices
	`dirac_ONE()`	4.15.1.1 Dirac gamma matrices
	`dirac_slash()`	4.15.1.1 Dirac gamma matrices
	`dirac_trace()`	4.15.1.1 Dirac gamma matrices
	`divide()`	5.7.3 Polynomial division
	`doublefactorial()`	4.6.2 Numeric functions
	dummy index	4.14.3 Symmetries

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