https://github.com/ITensor/ITensor
Tip revision: 127526447e9a22be1b847ff5703fd80b055e0941 authored by Miles Stoudenmire on 07 July 2016, 15:45:24 UTC
Made SiteSet operator string parsing recursive, now supports "A*B*C*D*..."
Made SiteSet operator string parsing recursive, now supports "A*B*C*D*..."
Tip revision: 1275264
combiner.h
//
// Distributed under the ITensor Library License, Version 1.1.
// (See accompanying LICENSE file.)
//
#ifndef __COMBINER_H
#define __COMBINER_H
#include "itensor/itensor.h"
#include "itensor/iterpair.h"
namespace itensor {
/*
Combine several indices into one, use * to convert tensors efficiently
\
\
---C====
/
/
*/
class Combiner;
Combiner
prime(Combiner C, int inc = 1);
class Combiner
{
public:
using left_it = array<Index,NMAX+1>::const_iterator;
//Accessor Methods ----------------------------------------------
inline const Index&
right() const
{ init(); return right_; }
int
numLeft() const { return rl_; }
const Index&
left(int j) const { return GET(left_,j); }
const IterPair<left_it>
left() const
{
return IterPair<left_it>(left_.begin()+1,left_.begin()+rl_+1);
}
//Constructors --------------------------------------------------
Combiner() : rl_(0), initted(false) {}
Combiner(const Index& l1, const Index& l2 = Index::Null(),
const Index& l3 = Index::Null(), const Index& l4 = Index::Null(),
const Index& l5 = Index::Null(), const Index& l6 = Index::Null(),
const Index& l7 = Index::Null(), const Index& l8 = Index::Null() );
Combiner(const Combiner& other) { operator=(other); }
//Operators -----------------------------------------------------
ITensor
operator*(const ITensor& t) const
{ ITensor res; product(t,res); return res; }
Combiner&
operator=(const Combiner& other);
//Index Methods -------------------------------------------------
inline bool
isInit() const { return initted; }
void
reset();
void
addleft(const Index& l);// Include another left index
//Call addleft on a vector of Indices ls[0]..ls[ls.size()-1]
void
addleft(const std::vector<Index>& ls);
//Initialize after all lefts are added and before being used
void
init(std::string rname = "cmb",
IndexType type = Link,
Arrow dir = Out,
int primelevel = 0) const;
void
prime(int inc = 1);
void
prime(IndexType type, int inc = 1);
//Other Methods -------------------------------------------------
ITensor
toITensor() const;
void
dag() { init(); }
void
product(const ITensor& t, ITensor& res) const;
//For interface compatibility with IQCombiner
void
doCondense(bool) { }
private:
/////////
array<Index,NMAX+1> left_; // max dim is 8
mutable Index right_;
int rl_; //Number of m>1 'left' indices (indices to be combined into one)
mutable bool initted;
///////
}; //class Combiner
Combiner inline
dag(Combiner res) { res.dag(); return res; }
ITensor inline
operator*(const ITensor& t, const Combiner& c) { return c*t; }
inline
Combiner& Combiner::
operator=(const Combiner& other)
{
other.init();
left_ = other.left_;
right_ = other.right_;
rl_ = other.rl_;
initted = other.initted;
return *this;
}
inline
Combiner::
Combiner(const Index& l1, const Index& l2,
const Index& l3, const Index& l4,
const Index& l5, const Index& l6,
const Index& l7, const Index& l8)
:
rl_(0),
initted(false)
{
array<const Index*,NMAX+1> ll
= {{ &Index::Null(), &l1, &l2, &l3, &l4, &l5, &l6, &l7, &l8 }};
do { ++rl_; left_[rl_] = *ll[rl_]; }
while(rl_ < NMAX && *ll[rl_+1] != Index::Null());
assert(rl_ == NMAX || left_[rl_+1] == Index::Null());
assert(left_[rl_] != Index::Null());
}
inline
void Combiner::
reset()
{
rl_ = 0;
initted = false;
}
void inline Combiner::
addleft(const Index& l)// Include another left index
{
initted = false;
if(rl_ == NMAX)
Error("Combiner: already reached max number of left indices.");
++rl_;
left_[rl_] = l;
}
void inline Combiner::
addleft(const std::vector<Index>& ls)
{
initted = false;
if(rl_+int(ls.size()) > NMAX)
Error("Combiner: too many left indices.");
for(size_t j = 0; j < ls.size(); ++j)
left_[++rl_] = ls[j];
}
inline
void Combiner::
init(std::string rname, IndexType type, Arrow dir, int primelevel) const
{
if(initted) return;
int m = 1;
for(int i = 1; i <= rl_; ++i)
{ m *= left_[i].m(); }
right_ = Index(rname,m,type,primelevel);
initted = true;
}
void inline Combiner::
prime(int inc)
{
for(int j = 1; j <= rl_; ++j)
{
left_[j].prime(inc);
}
if(initted)
{
right_.prime(inc);
}
}
void inline Combiner::
prime(IndexType type, int inc)
{
for(int j = 1; j <= rl_; ++j)
{
left_[j].prime(type,inc);
}
if(initted)
{
right_.prime(type,inc);
}
}
Combiner inline
prime(Combiner C, int inc)
{
C.prime(All,inc);
return C;
}
ITensor inline
Combiner::
toITensor() const
{
/*
if(right_.m() > 16)
{
std::cerr << "\n\n"
<< "WARNING: too large of an m in Combiner to ITensor!\n\n";
}
*/
//Use a kronecker delta tensor to convert this Combiner into an Tensor
Index rP = right_;
rP.prime(5);
ITensor res = operator*(ITensor(right_,rP,1));
res.prime(rP,-5);
return res;
}
inline
void Combiner::
product(const ITensor& t, ITensor& res) const
{
init();
if(hasindex(t,right_))
{
IndexSet<Index> nind;
for(const Index& I : t.indices())
{
if(I == right_)
{
for(int i = 1; i <= rl_; ++i)
nind.addindex(left_[i]);
}
else
{
nind.addindex(I);
}
}
res = ITensor(nind,t);
return;
}
t.groupIndices(left_,rl_,right_,res);
}
//
// Combiner helper method
//
bool inline
hasindex(const Combiner& C, const Index& I)
{
for(int j = 1; j <= C.numLeft(); ++j)
if(C.left(j) == I) return true;
return false;
}
inline
std::ostream&
operator<<(std::ostream & s, const Combiner & c)
{
if(c.isInit())
s << "\nRight index: " << c.right() << "\n";
else
s << "\nRight index not initialized" << "\n";
s << "Left indices:\n";
for(const Index& l : c.left()) s << " " << l << "\n";
return s;
}
//Deprecated, for backwards compatibility only:
Combiner inline
primed(Combiner C, int inc = 1)
{
return prime(C,inc);
}
} //namespace itensor
#endif