aGrUM 2.3.2
a C++ library for (probabilistic) graphical models
pow_inl.h
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40#pragma once
41
42
49
50// To help IDE Parsers
52
53namespace gum {
54 //@beforeMerging is this really faster ?
55 // Specialized pow function with integers (faster implementation).
56 INLINE unsigned long intPow(unsigned long base, unsigned long exponent) {
57 if (exponent == 0) { return 1UL; }
58
59 unsigned long out = base;
60
61 for (unsigned long i = 1; i < exponent; i++)
62 out *= base;
63
64 return out;
65 }
66
67 //@beforeMerging is this really faster ?
68 // Specialized base 2 pow function with integer.
69 INLINE unsigned long int2Pow(unsigned long exponent) { return 1UL << exponent; }
70
71 //@beforeMerging is this really faster ?
72 // Given an integer, compute it's - superior - and closest power of two, i.e.
73 // the number of bits necessary to represent this integer as well as the
74 // maximum integer that can be represented by those bits.
75 INLINE void superiorPow(unsigned long card, unsigned long& num_bits, unsigned long& new_card) {
76 if (card == 0) {
77 num_bits = 0;
78 new_card = 1;
79 return;
80 }
81
82 num_bits = 1;
83 new_card = 2;
84
85 while (new_card < card) {
86 new_card *= 2;
87 num_bits++;
88 }
89 }
90
91} // namespace gum
unsigned long int2Pow(unsigned long exponent)
Specialized base 2 pow function with integer.
Definition pow_inl.h:69
unsigned long intPow(unsigned long base, unsigned long exponent)
Specialized pow function with integers (faster implementation).
Definition pow_inl.h:56
void superiorPow(unsigned long card, unsigned long &num_bits, unsigned long &new_card)
Compute the superior and closest power of two of an integer.
Definition pow_inl.h:75
gum is the global namespace for all aGrUM entities
Definition agrum.h:46
Implementation of pow functions with integers, faster than stl implementation.