The dater equalities constitutes an appropriate tool which allows a linear description of timed event graph in the field of (max,+) algebra. This paper give an equivalent model in the standard algebra. The application of a variant of Farkas\u27lemma allow the necessary condition of existence of upper and lower bounds of the cycle time. A linear programming defined on the particular incidence matrix of the P-time event graph are used to compute the cycle time
In this paper, the aim is to make the predictive control of a plant described by a Timed Event Graph...
In this paper, we analyze the 1-periodic schedule of a class of time interval models under the form ...
This book concerns the use of dioid algebra as (max, +) algebra to treat the synchronization of task...
The dater equalities constitute a well-known tool which allows the description of timed event graphs...
This report concerns the modeling and the analysis of timed and time Event Graphs (EG), by means of ...
The aim of this paper is the standardization of the algebraic model of timed event graphs defined in...
In this technical note, we consider the (max,+) model of P-time Event Graphs whose behaviors are def...
A large class of timed discrete event systems can be modeled thanks to (max,+)-automata, that is aut...
A large class of timed discrete event systems can be modeled by means of (max,+) automata, that is a...
The aim of this paper is the predictive control of Timed Event Graphs with specifications defined by...
We deal with timed event graphs whose holding times associated with places are variable. Defining a ...
This thesis is part of the theory of linear systems over dioids. This theory concerns the subclass o...
Max-plus algebra is a suitable algebraic setting to model discrete event systems involving synchroni...
This thesis is part of the theory of linear systems over dioids. This theory concerns the subclass o...
The aim of this paper is a trajectory tracking control of Timed Event Graphs with specifications def...
In this paper, the aim is to make the predictive control of a plant described by a Timed Event Graph...
In this paper, we analyze the 1-periodic schedule of a class of time interval models under the form ...
This book concerns the use of dioid algebra as (max, +) algebra to treat the synchronization of task...
The dater equalities constitute a well-known tool which allows the description of timed event graphs...
This report concerns the modeling and the analysis of timed and time Event Graphs (EG), by means of ...
The aim of this paper is the standardization of the algebraic model of timed event graphs defined in...
In this technical note, we consider the (max,+) model of P-time Event Graphs whose behaviors are def...
A large class of timed discrete event systems can be modeled thanks to (max,+)-automata, that is aut...
A large class of timed discrete event systems can be modeled by means of (max,+) automata, that is a...
The aim of this paper is the predictive control of Timed Event Graphs with specifications defined by...
We deal with timed event graphs whose holding times associated with places are variable. Defining a ...
This thesis is part of the theory of linear systems over dioids. This theory concerns the subclass o...
Max-plus algebra is a suitable algebraic setting to model discrete event systems involving synchroni...
This thesis is part of the theory of linear systems over dioids. This theory concerns the subclass o...
The aim of this paper is a trajectory tracking control of Timed Event Graphs with specifications def...
In this paper, the aim is to make the predictive control of a plant described by a Timed Event Graph...
In this paper, we analyze the 1-periodic schedule of a class of time interval models under the form ...
This book concerns the use of dioid algebra as (max, +) algebra to treat the synchronization of task...