In the present work, stochastic network models representing a project as a set of activities are studied, as well as different approaches to these models. The critical path method, stochastic network models with probability constraints, finding a reference project duration, worst-case analysis in stochastic networks and optimization of the parameters of the probability distributions of the activity durations are studied. Use of stochastic network models in telecommunications networks is also briefly presented. In a numerical study, some of these models are implemented and the~related numerical results are analyzed
this paper. The project starts at the initial node and ends at the terminal node. A path is a set of...
Abstract: Stochastic activity networks (SANs) are a powerful and flexible extension of Petri nets. T...
Abstract – Stochastic activity networks (SANs) are a powerful and flexible extension of Petri nets. ...
This book addresses the stochastic modeling of telecommunication networks, introducing the main math...
Abstract: There are different techniques for modeling and analysis of communication systems and netw...
The deterministic theory of graphs and networks is used successfully in cases where no random compon...
The determination of the critical path (CP) in stochastic networks is difficult. It is partly due to...
An algorithm is described for estimating arc and path criticalities in stochastic activity networks ...
Stochastic models of complex networks arise in a wide variety of ap-plications in science and engine...
Abstract- Petri nets and their extensions are appropriate formalisms for modeling and analysis of co...
Project planning, scheduling, and control are regularly used in business and the service sector of a...
A review of construction network analysis indicates that new methods are needed for quantifying risk...
Variations in the durations of activities are commonplace in the construction industry. This is due ...
Given a stochastic project network with independently distributed activity durations, several approa...
This paper proposes a new theoretical stochastic model based on an abstraction of the opportunistic ...
this paper. The project starts at the initial node and ends at the terminal node. A path is a set of...
Abstract: Stochastic activity networks (SANs) are a powerful and flexible extension of Petri nets. T...
Abstract – Stochastic activity networks (SANs) are a powerful and flexible extension of Petri nets. ...
This book addresses the stochastic modeling of telecommunication networks, introducing the main math...
Abstract: There are different techniques for modeling and analysis of communication systems and netw...
The deterministic theory of graphs and networks is used successfully in cases where no random compon...
The determination of the critical path (CP) in stochastic networks is difficult. It is partly due to...
An algorithm is described for estimating arc and path criticalities in stochastic activity networks ...
Stochastic models of complex networks arise in a wide variety of ap-plications in science and engine...
Abstract- Petri nets and their extensions are appropriate formalisms for modeling and analysis of co...
Project planning, scheduling, and control are regularly used in business and the service sector of a...
A review of construction network analysis indicates that new methods are needed for quantifying risk...
Variations in the durations of activities are commonplace in the construction industry. This is due ...
Given a stochastic project network with independently distributed activity durations, several approa...
This paper proposes a new theoretical stochastic model based on an abstraction of the opportunistic ...
this paper. The project starts at the initial node and ends at the terminal node. A path is a set of...
Abstract: Stochastic activity networks (SANs) are a powerful and flexible extension of Petri nets. T...
Abstract – Stochastic activity networks (SANs) are a powerful and flexible extension of Petri nets. ...