Add to ORKGA connection is made between two sets of problems. The first set involves factorization problems of specific rational matrix functions, the companion based matrix functions. The second set is concerned with variants of the two machine flow shop problem (2MFSP) from job scheduling theory. In particular, it is shown that with each companion based matrix function one can associate an instance of ZMFSP and vice versa. The latter can be done in such a way that the factorization properties of the companion based matrix function correspond to the combinatorial properties of the instance of BMFSP. 1
International audienceThis paper addresses the triangle width problem, which generalizes the classic...
Abstract. In a two-machine flow shop scheduling problem, the set of -approximate sequences (i.e., so...
AbstractIn this paper we investigate the two-stage multiprocessor flow shop scheduling problem F2(P)...
AbstractA connection is made between two sets of problems. The first set involves factorization prob...
A connection is made between two sets of problems. The first set involves factorization problems of ...
AbstractA connection is made between the Two Machine Flow Shop Problem (2MFSP) from job scheduling t...
textabstractIn this paper we consider a number of variants of the Two Machine Flow Shop Problem. In ...
Companion based matrix functions are rational matrix functions admitting a minimal realization invol...
AbstractCompanion based matrix functions are rational matrix functions admitting a minimal realizati...
Abstract: Two-machine flowshop scheduling to minimize makespan is one of the most well-known classic...
AbstractPresented in this paper are some new properties of a function f(C) of a companion matrix C, ...
The literature on flow shop scheduling has extensively analyzed two classes of problems: permutation...
The large number of schedules which must be evaluated to develop an optimal solution as opposed to t...
Two-machine flowshop scheduling to minimize makespan is one of the most well-known classical schedul...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Electrical Engineering and Computer...
International audienceThis paper addresses the triangle width problem, which generalizes the classic...
Abstract. In a two-machine flow shop scheduling problem, the set of -approximate sequences (i.e., so...
AbstractIn this paper we investigate the two-stage multiprocessor flow shop scheduling problem F2(P)...
AbstractA connection is made between two sets of problems. The first set involves factorization prob...
A connection is made between two sets of problems. The first set involves factorization problems of ...
AbstractA connection is made between the Two Machine Flow Shop Problem (2MFSP) from job scheduling t...
textabstractIn this paper we consider a number of variants of the Two Machine Flow Shop Problem. In ...
Companion based matrix functions are rational matrix functions admitting a minimal realization invol...
AbstractCompanion based matrix functions are rational matrix functions admitting a minimal realizati...
Abstract: Two-machine flowshop scheduling to minimize makespan is one of the most well-known classic...
AbstractPresented in this paper are some new properties of a function f(C) of a companion matrix C, ...
The literature on flow shop scheduling has extensively analyzed two classes of problems: permutation...
The large number of schedules which must be evaluated to develop an optimal solution as opposed to t...
Two-machine flowshop scheduling to minimize makespan is one of the most well-known classical schedul...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Electrical Engineering and Computer...
International audienceThis paper addresses the triangle width problem, which generalizes the classic...
Abstract. In a two-machine flow shop scheduling problem, the set of -approximate sequences (i.e., so...
AbstractIn this paper we investigate the two-stage multiprocessor flow shop scheduling problem F2(P)...