scholarly journals Research of Workflow nets Application Based on the Petri nets

Author(s):  
Dabin Qi ◽  
Jun Yao ◽  
Qiuju Li
Keyword(s):  
Author(s):  
Pnina Soffer ◽  
Maya Kaner ◽  
Yair Wand

A common way to represent organizational domains is the use of business process models. A Workflow-net (WF-net) is an application of Petri Nets (with additional rules) that model business process behavior. However, the use of WF-nets to model business processes has some shortcomings. In particular, no rules exist beyond the general constraints of WF-nets to guide the mapping of an actual process into a net. Syntactically correct WF-nets may provide meaningful models of how organizations conduct their business processes. Moreover, the processes represented by these nets may not be feasible to execute or reach their business goals when executed. In this paper, the authors propose a set of rules for mapping the domain in which a process operates into a WF-net, which they derived by attaching ontological semantics to WF-nets. The rules guide the construction of WF-nets, which are meaningful in that their nodes and transitions are directly related to the modeled (business) domains. Furthermore, the proposed semantics imposes on the process models constraints that guide the development of valid process models, namely, models that assure that the process can accomplish its goal when executed.


2015 ◽  
Vol 2015 ◽  
pp. 1-7
Author(s):  
Jing Wang ◽  
ShuXia Yu ◽  
YuYue Du

Logic Petri nets (LPNs) can describe and analyze batch processing functions and passing value indeterminacy in cooperative systems. Logic Petri workflow nets (LPWNs) are proposed based on LPNs in this paper. Process mining is regarded as an important bridge between modeling and analysis of data mining and business process. Workflow nets (WF-nets) are the extension to Petri nets (PNs), and have successfully been used to process mining. Some shortcomings cannot be avoided in process mining, such as duplicate tasks, invisible tasks, and the noise of logs. The online shop in electronic commerce in this paper is modeled to prove the equivalence between LPWNs and WF-nets, and advantages of LPWNs are presented.


2010 ◽  
Vol 21 (3) ◽  
pp. 1-35 ◽  
Author(s):  
Pnina Soffer ◽  
Maya Kaner ◽  
Yair Wand

A common way to represent organizational domains is the use of business process models. A Workflow-net (WF-net) is an application of Petri Nets (with additional rules) that model business process behavior. However, the use of WF-nets to model business processes has some shortcomings. In particular, no rules exist beyond the general constraints of WF-nets to guide the mapping of an actual process into a net. Syntactically correct WF-nets may provide meaningful models of how organizations conduct their business processes. Moreover, the processes represented by these nets may not be feasible to execute or reach their business goals when executed. In this paper, the authors propose a set of rules for mapping the domain in which a process operates into a WF-net, which they derived by attaching ontological semantics to WF-nets. The rules guide the construction of WF-nets, which are meaningful in that their nodes and transitions are directly related to the modeled (business) domains. Furthermore, the proposed semantics imposes on the process models constraints that guide the development of valid process models, namely, models that assure that the process can accomplish its goal when executed.


2014 ◽  
Vol 24 (4) ◽  
pp. 931-939 ◽  
Author(s):  
Julio Clempner

Abstract In this paper we consider workflow nets as dynamical systems governed by ordinary difference equations described by a particular class of Petri nets. Workflow nets are a formal model of business processes. Well-formed business processes correspond to sound workflow nets. Even if it seems necessary to require the soundness of workflow nets, there exist business processes with conditional behavior that will not necessarily satisfy the soundness property. In this sense, we propose an analytical method for showing that a workflow net satisfies the classical soundness property using a Petri net. To present our statement, we use Lyapunov stability theory to tackle the classical soundness verification problem for a class of dynamical systems described by Petri nets. This class of Petri nets allows a dynamical model representation that can be expressed in terms of difference equations. As a result, by applying Lyapunov theory, the classical soundness property for workflow nets is solved proving that the Petri net representation is stable. We show that a finite and non-blocking workflow net satisfies the sound property if and only if its corresponding PN is stable, i.e., given the incidence matrix A of the corresponding PN, there exists a Փ strictly positive m vector such that AՓ≤ 0. The key contribution of the paper is the analytical method itself that satisfies part of the definition of the classical soundness requirements. The method is designed for practical applications, guarantees that anomalies can be detected without domain knowledge, and can be easily implemented into existing commercial systems that do not support the verification of workflows. The validity of the proposed method is successfully demonstrated by application examples.


2006 ◽  
Vol 15 (04) ◽  
pp. 551-570 ◽  
Author(s):  
LI JIAO ◽  
TO-YAT CHEUNG

A workflow is the automation of business processes that describe activities in a business context. Petri nets have been widely used as a workflow modeling technique. Workflow nets (WF-nets), introduced by van der Aalst [LNCS1248 (1997) 407–426], are a class of Petri nets tailored towards workflow analysis. Soundness is used as the least correctness criterion for WF-nets in order to ensure that a process can terminate properly. This paper extends WF-nets by considering resources and allowing for multi-cases in a process. For the extended model, the relationship between soundness and standard behavior properties of Petri nets is investigated. A compositional method to construct and verify sound WF-nets is introduced.


2012 ◽  
Vol 170-173 ◽  
pp. 3570-3574
Author(s):  
Wei Liu ◽  
Yu Yue Du ◽  
You Fu ◽  
Chun Yan

Combining the advantages of logical workflow nets and colored Petri nets, logical and colored workflow nets and collaborative logical and colored workflow nets are presented to facilitate the modeling of cooperative electronic commerce systems. The formal representation presented in this paper can not only describe the data objects, but also represent passing value indeterminacy and batch processing function of cooperative electronic commerce systems.


Author(s):  
Rosemarie Yagoda ◽  
Michael D. Coovert

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