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Index Entry Section

A
abs()5.12.1 Overview
accept()5.6 Visitors and tree traversal
accuracy4.6 Numbers
acos()5.12.1 Overview
acosh()5.12.1 Overview
add4.8 Sums, products and powers
addA.2 Internal representation of products and sums
advocacy7. A Comparison With Other CAS
alternating Euler sum5.12.2 Multiple polylogarithms
antisymmetrize()5.11 Symmetrization
append()4.9 Lists of expressions
archive (class)5.15.4 Archiving
archiving5.15.4 Archiving
asin()5.12.1 Overview
asinh()5.12.1 Overview
atan()5.12.1 Overview
atanh()5.12.1 Overview
atom4.4 The class hierarchy
atom4.5 Symbols
Autoconf3.2 Configuration

B
bernoulli()4.6.2 Numeric functions
beta()5.12.1 Overview
binomial()5.12.1 Overview
branch cut5.12.1 Overview
building GiNaC3.3 Building GiNaC

C
calchash()6.5.4 Optional member functions
canonicalize_clifford()4.15.1.2 A generic Clifford algebra
Catalan4.7 Constants
chain rule5.9 Symbolic differentiation
charpoly()4.13 Matrices
clifford (class)4.15 Non-commutative objects
clifford::get_metric()4.15.1.2 A generic Clifford algebra
clifford_bar()4.15.1.2 A generic Clifford algebra
clifford_inverse()4.15.1.2 A generic Clifford algebra
clifford_max_label()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
CLN3. Installation
CLN4.6 Numbers
coeff()5.7.3 Degree and coefficients
collect()5.7.2 Expanding and collecting
collect_common_factors()5.7.2 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
compile_ex5.15.3 Compiling expressions to C function pointers
compiling expressions5.15.3 Compiling expressions to C function pointers
complex numbers4.6 Numbers
configuration3.2 Configuration
conjugate()5.12.1 Overview
conjugate()5.13 Complex expressions
const_iterator5.1.2 Accessing subexpressions
const_postorder_iterator5.1.2 Accessing subexpressions
const_preorder_iterator5.1.2 Accessing subexpressions
constant (class)4.7 Constants
container4.4 The class hierarchy
container5.1.2 Accessing subexpressions
content()5.7.5 Unit, content and primitive part
contravariant4.14.1 Indexed quantities and their indices
Converting ex to other classes5.1.1 Checking expression types
copy-on-writeA.1 Expressions are reference counted
cos()5.12.1 Overview
cosh()5.12.1 Overview
covariant4.14.1 Indexed quantities and their indices
csrc5.15.1 Expression output
csrc_cl_N5.15.1 Expression output
csrc_double5.15.1 Expression output
csrc_float5.15.1 Expression output
CUBA library5.15.3 Compiling expressions to C function pointers

D
DECLARE_FUNCTION6.2 Symbolic functions
degree()5.7.3 Degree and coefficients
delta_tensor()4.14.6 Predefined tensors
denom()5.8.2 Numerator and denominator
denominator5.8.2 Numerator and denominator
determinant()4.13 Matrices
dflt5.15.1 Expression output
diag_matrix()4.13 Matrices
diff()5.9 Symbolic differentiation
differentiation5.9 Symbolic differentiation
Digits4.6 Numbers
Digits5.2 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()5.7.4 Polynomial division
doublefactorial()4.6.2 Numeric functions
dummy index4.14.3 Symmetries

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