Index: M – R

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	Index Entry	Section

M
	mailing list	11.5 Reporting Problems
	`make`	2.1.2 Make utility
	`malloc_hook ()`	12.4 Customizing the memory allocator
	`mask_field ()`	4.9.1 Logical functions
	`max ()`	4.5 Comparisons
	`min ()`	4.5 Comparisons
	`minus ()`	6 Rings
	`minus1 ()`	4.2 Elementary functions
	`minusp ()`	4.5 Comparisons
	`mod ()`	4.6 Rounding functions
	modifying operators	4.13 Modifying operators
	modular integer	7 Modular integers
	`modulus`	7.2 Functions on modular integers
	`monomial ()`	9.2 Functions on univariate polynomials
	Montgomery multiplication	7.1 Modular integer rings
	`most_negative_float ()`	4.11.1 Conversion to floating-point numbers
	`most_positive_float ()`	4.11.1 Conversion to floating-point numbers
	`mul ()`	6 Rings

N
	namespace	1 Introduction
	`nextprobprime()`	4.9.2 Number theoretic functions
	`numerator ()`	4.3 Elementary rational functions

O
	`oddp ()`	4.9.1 Logical functions
	`one ()`	6 Rings
	`one ()`	7.2 Functions on modular integers
	`one ()`	9.2 Functions on univariate polynomials
	`operator != ()`	4.5 Comparisons
	`operator != ()`	7.1 Modular integer rings
	`operator != ()`	7.2 Functions on modular integers
	`operator != ()`	9.2 Functions on univariate polynomials
	`operator & ()`	4.9.1 Logical functions
	`operator &= ()`	4.13 Modifying operators
	`operator () ()`	9.2 Functions on univariate polynomials
	`operator * ()`	4.2 Elementary functions
	`operator * ()`	7.2 Functions on modular integers
	`operator * ()`	9.2 Functions on univariate polynomials
	`operator *= ()`	4.13 Modifying operators
	`operator + ()`	4.2 Elementary functions
	`operator + ()`	7.2 Functions on modular integers
	`operator + ()`	9.2 Functions on univariate polynomials
	`operator ++ ()`	4.13 Modifying operators
	`operator += ()`	4.13 Modifying operators
	`operator - ()`	4.2 Elementary functions
	`operator - ()`	7.2 Functions on modular integers
	`operator - ()`	9.2 Functions on univariate polynomials
	`operator -- ()`	4.13 Modifying operators
	`operator -= ()`	4.13 Modifying operators
	`operator / ()`	4.2 Elementary functions
	`operator /= ()`	4.13 Modifying operators
	`operator < ()`	4.5 Comparisons
	`operator << ()`	4.9.1 Logical functions
	`operator << ()`	7.2 Functions on modular integers
	`operator << ()`	7.2 Functions on modular integers
	`operator << ()`	9.2 Functions on univariate polynomials
	`operator <<= ()`	4.13 Modifying operators
	`operator <= ()`	4.5 Comparisons
	`operator == ()`	4.5 Comparisons
	`operator == ()`	7.1 Modular integer rings
	`operator == ()`	7.2 Functions on modular integers
	`operator == ()`	9.2 Functions on univariate polynomials
	`operator > ()`	4.5 Comparisons
	`operator >= ()`	4.5 Comparisons
	`operator >> ()`	4.9.1 Logical functions
	`operator >> ()`	7.2 Functions on modular integers
	`operator >>= ()`	4.13 Modifying operators
	`operator [] ()`	8.1 Strings
	`operator ^ ()`	4.9.1 Logical functions
	`operator ^= ()`	4.13 Modifying operators
	`operator \| ()`	4.9.1 Logical functions
	`operator \|= ()`	4.13 Modifying operators
	`operator ~ ()`	4.9.1 Logical functions
	`ord2 ()`	4.9.1 Logical functions

P
	`phase ()`	4.8.1 Exponential and logarithmic functions
	pi	4.8.2 Trigonometric functions
	`pi ()`	4.8.2 Trigonometric functions
	`pkg-config`	11.1 Compiler options
	`plus ()`	6 Rings
	`plus1 ()`	4.2 Elementary functions
	`plusp ()`	4.5 Comparisons
	polynomial	9 Univariate polynomials
	portability	10.1 Why C++ ?
	`power2p ()`	4.9.1 Logical functions
	prime	4.9.2 Number theoretic functions
	printing	5.1 Internal and printed representation

R
	`random ()`	7.2 Functions on modular integers
	`random32 ()`	4.12 Random number generators
	`random_F ()`	4.12 Random number generators
	`random_I ()`	4.12 Random number generators
	`random_R ()`	4.12 Random number generators
	`random_state`	4.12 Random number generators
	`rational ()`	4.11.2 Conversion to rational numbers
	rational number	3 Ordinary number types
	`rationalize ()`	4.11.2 Conversion to rational numbers
	reading	5.1 Internal and printed representation
	`read_number_exception`	12.1 Error handling
	real number	3 Ordinary number types
	`realpart ()`	4.4 Elementary complex functions
	`recip ()`	4.2 Elementary functions
	`recip ()`	7.2 Functions on modular integers
	reference counting	10.2 Memory efficiency
	`rem ()`	4.6 Rounding functions
	representation	5.1 Internal and printed representation
	`retract ()`	7.2 Functions on modular integers
	Riemann’s zeta	4.8.5 Riemann zeta
	ring	7.1 Modular integer rings
	`ring ()`	7.2 Functions on modular integers
	`ring ()`	9.2 Functions on univariate polynomials
	`rootp ()`	4.7 Roots
	`round1 ()`	4.6 Rounding functions
	`round2 ()`	4.6 Rounding functions
	rounding	4.6 Rounding functions
	rounding error	3.2 Floating-point numbers
	Rubik’s cube	3.4 Conversions
	`runtime_exception`	12.1 Error handling

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