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IntegerProgramming : Index
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adaptedMonomialOrder
-- constructs a ring with monomial order adapted to an integer program
adaptedMonomialOrder(...,Field=>...)
-- field over which to define polynomial rings
adaptedMonomialOrder(...,Variables=>...)
-- constructs a ring with monomial order adapted to an integer program
adaptedMonomialOrder(Matrix,List)
-- constructs a ring with monomial order adapted to an integer program
adaptedMonomialOrder(Matrix,Matrix)
-- constructs a ring with monomial order adapted to an integer program
Field
-- field over which to define polynomial rings
IntegerProgramming
-- solving integer programs with Gröbner bases
isFeasiblePoint
-- whether a point is feasible to an integer linear program
isFeasiblePoint(...,Field=>...)
-- field over which to define polynomial rings
isFeasiblePoint(Matrix,List,List)
-- whether a point is feasible to an integer linear program
isFeasiblePoint(Matrix,List,Matrix)
-- whether a point is feasible to an integer linear program
isFeasiblePoint(Matrix,Matrix,List)
-- whether a point is feasible to an integer linear program
isFeasiblePoint(Matrix,Matrix,Matrix)
-- whether a point is feasible to an integer linear program
IsInStandardForm
-- specify whether the integer program is in standard form
solveILP
-- solve an integer linear program in standard form
solveILP(...,Field=>...)
-- field over which to define polynomial rings
solveILP(...,IsInStandardForm=>...)
-- specify whether the integer program is in standard form
solveILP(Matrix,List,List)
-- solve an integer linear program in standard form
solveILP(Matrix,List,Matrix)
-- solve an integer linear program in standard form
solveILP(Matrix,Matrix,List)
-- solve an integer linear program in standard form
solveILP(Matrix,Matrix,Matrix)
-- solve an integer linear program in standard form
toStandardForm
-- converts an LP to standard form
toStandardForm(Matrix)
-- converts an LP to standard form
toStandardForm(Matrix,List)
-- converts an LP to standard form
toStandardForm(Matrix,Matrix)
-- converts an LP to standard form