LatNet Builder Manual
2.0.1-11
Software Package for Constructing Highly Uniform Point Sets
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Indexed sequence of integers that extend on an smaller integer by adding higher-order digits. More...
#include <Extend.h>
Inherits LatBuilder::Traversal::Policy< Extend< LR, TRAV >, TRAV >.
Classes | |
struct | RebindTraversal |
Rebinds the traversal type. More... | |
Public Types | |
typedef LatticeTraits< LR >::Modulus | value_type |
Value type. | |
typedef size_t | size_type |
Size type. | |
typedef TRAV | Traversal |
Traversal type. | |
Public Member Functions | |
Extend (value_type modulus=value_type(1), value_type grain=value_type(1), value_type low=value_type(0), Traversal trav=Traversal()) | |
Constructor. More... | |
template<class TRAV2 > | |
Extend (const Extend< LR, TRAV2 > &other, Traversal trav=Traversal()) | |
Cross-traversal copy-constructor. | |
template<class TRAV2 > | |
RebindTraversal< TRAV2 >::Type | rebind (TRAV2 trav) const |
Returns a copy of this object, but using a different traversal policy. | |
value_type | modulus () const |
Returns the modulus. | |
size_type | size () const |
Returns the size of the sequence. More... | |
value_type | operator[] (size_type i) const |
Returns the element at index i . | |
Friends | |
template<LatticeType , typename > | |
class | Extend |
Indexed sequence of integers that extend on an smaller integer by adding higher-order digits.
Given a small integer \(x\) smaller than the grain \(n_0\), the \(i\)-th integer this sequence is given by \(i n_0 + x\).
LatBuilder::GenSeq::Extend< LR, TRAV >::Extend | ( | value_type | modulus = value_type(1) , |
value_type | grain = value_type(1) , |
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value_type | low = value_type(0) , |
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Traversal | trav = Traversal() |
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Constructor.
modulus | All integers in the sequence are smaller than modulus . |
grain | Difference between successive integers in the sequence. |
low | j Integer smaller than grain that specifies the lower digits of every integer in the sequence. |
trav | Traversal instance. |
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inline |
Returns the size of the sequence.
The size is the value of Euler's totient function.