SMT-RAT  24.02
Toolbox for Strategic and Parallel Satisfiability-Modulo-Theories Solving
smtrat::cad::projection::collins Namespace Reference

Contains the implementation of Collins projection operator as specified in [5] below Theorem 4. More...

Functions

template<typename Poly , typename Callback >
void single (const Poly &p, carl::Variable variable, Callback &&cb)
 Implements the part of Collins projection operator from [5] that deals with a single polynomial p: $ \bigcup_{B \in RED(p)} \{ ldcf(B) \} \cup PSC(B, B') $. More...
 
template<typename Poly , typename Callback >
void paired (const Poly &p, const UPoly &q, carl::Variable variable, Callback &&cb)
 Implements the part of Collins projection operator from [5] that deals with two polynomials p and q: $ \bigcup_{B_1 \in RED(p), B_2 \in RED(q)} PSC(B_1, B_2) $. More...
 

Detailed Description

Contains the implementation of Collins projection operator as specified in [5] below Theorem 4.

Function Documentation

◆ paired()

template<typename Poly , typename Callback >
void smtrat::cad::projection::collins::paired ( const Poly p,
const UPoly q,
carl::Variable  variable,
Callback &&  cb 
)

Implements the part of Collins projection operator from [5] that deals with two polynomials p and q: $ \bigcup_{B_1 \in RED(p), B_2 \in RED(q)} PSC(B_1, B_2) $.

Definition at line 49 of file Collins.h.

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◆ single()

template<typename Poly , typename Callback >
void smtrat::cad::projection::collins::single ( const Poly p,
carl::Variable  variable,
Callback &&  cb 
)

Implements the part of Collins projection operator from [5] that deals with a single polynomial p: $ \bigcup_{B \in RED(p)} \{ ldcf(B) \} \cup PSC(B, B') $.

Definition at line 21 of file Collins.h.

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