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Index: E -- L

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Index Entry Section

E
equal ()6. Rings
equal ()8.1 Strings
equal ()8.2 Symbols
equal_hashcode ()4.5 Comparisons
error handling12.1 Error handling
Euler's constant4.8.4 Euler gamma
eulerconst ()4.8.4 Euler gamma
evenp ()4.9.1 Logical functions
exact number3.1 Exact numbers
exception12.1 Error handling
exp ()4.8.1 Exponential and logarithmic functions
exp1 ()4.8.1 Exponential and logarithmic functions
expt ()4.2 Elementary functions
expt ()4.8.1 Exponential and logarithmic functions
expt ()7.2 Functions on modular integers
expt_pos ()4.2 Elementary functions
expt_pos ()6. Rings
expt_pos ()7.2 Functions on modular integers
expt_pos ()9.2 Functions on univariate polynomials
exquo ()4.2 Elementary functions

F
factorial ()4.9.3 Combinatorial functions
fceiling ()4.6 Rounding functions
fceiling2 ()4.6 Rounding functions
ffloor ()4.6 Rounding functions
ffloor2 ()4.6 Rounding functions
Fibonacci number11.3 An Example
finalize ()9.2 Functions on univariate polynomials
find_modint_ring ()7.1 Modular integer rings
find_univpoly_ring ()9.1 Univariate polynomial rings
float_approx ()3.4 Conversions
float_digits ()4.10 Functions on floating-point numbers
float_epsilon ()4.11.1 Conversion to floating-point numbers
float_exponent ()4.10 Functions on floating-point numbers
float_format ()4.11.1 Conversion to floating-point numbers
float_format_t4.11.1 Conversion to floating-point numbers
float_negative_epsilon ()4.11.1 Conversion to floating-point numbers
float_precision ()4.10 Functions on floating-point numbers
float_radix ()4.10 Functions on floating-point numbers
float_sign ()4.10 Functions on floating-point numbers
float_sign ()4.10 Functions on floating-point numbers
floating-point number3.2 Floating-point numbers
floating_point_exception12.1 Error handling
floating_point_underflow_exception12.2 Floating-point underflow
floor1 ()4.6 Rounding functions
floor2 ()4.6 Rounding functions
fprint ()6. Rings
fprint ()7.2 Functions on modular integers
fprint ()9.2 Functions on univariate polynomials
free_hook ()12.4 Customizing the memory allocator
fround ()4.6 Rounding functions
fround2 ()4.6 Rounding functions
ftruncate ()4.6 Rounding functions
ftruncate2 ()4.6 Rounding functions

G
garbage collection10.2 Memory efficiency
garbage collection10.4 Garbage collection
gcd ()4.9.2 Number theoretic functions
GMP1. Introduction
GMP2.2.1 Using the GNU MP Library

H
header files11.2 Include files
hermite ()9.3 Special polynomials
Hermite polynomial9.3 Special polynomials

I
imagpart ()4.4 Elementary complex functions
immediate numbers3.1 Exact numbers
immediate numbers10.2 Memory efficiency
include files11.2 Include files
Input/Output5. Input/Output
installation2.3 Installing the library
instanceof ()6. Rings
integer3. Ordinary number types
integer_decode_float ()4.10 Functions on floating-point numbers
integer_length ()4.9.1 Logical functions
isprobprime()4.9.2 Number theoretic functions
isqrt ()4.7 Roots

J
jacobi()4.9.2 Number theoretic functions

L
laguerre ()9.3 Special polynomials
Laguerre polynomial9.3 Special polynomials
lcm ()4.9.2 Number theoretic functions
ldb ()4.9.1 Logical functions
ldb_test ()4.9.1 Logical functions
least_negative_float ()4.11.1 Conversion to floating-point numbers
least_positive_float ()4.11.1 Conversion to floating-point numbers
Legende polynomial9.3 Special polynomials
legendre ()9.3 Special polynomials
length ()8.1 Strings
ln ()4.8.1 Exponential and logarithmic functions
log ()4.8.1 Exponential and logarithmic functions
logand ()4.9.1 Logical functions
logandc1 ()4.9.1 Logical functions
logandc2 ()4.9.1 Logical functions
logbitp ()4.9.1 Logical functions
logcount ()4.9.1 Logical functions
logeqv ()4.9.1 Logical functions
logior ()4.9.1 Logical functions
lognand ()4.9.1 Logical functions
lognor ()4.9.1 Logical functions
lognot ()4.9.1 Logical functions
logorc1 ()4.9.1 Logical functions
logorc2 ()4.9.1 Logical functions
logp ()4.9.2 Number theoretic functions
logtest ()4.9.1 Logical functions
logxor ()4.9.1 Logical functions

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