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Modeling and Analysis of Workflow Management System With Petrinets

Thesis Info

Access Option

External Link

Author

Ijaz Hussain Bukhari

Institute

Virtual University of Pakistan

Institute Type

Public

City

Lahore

Province

Punjab

Country

Pakistan

Thesis Completing Year

2015

Thesis Completion Status

Completed

Subject

Software Engineering

Language

English

Link

http://vspace.vu.edu.pk/detail.aspx?id=28

Added

2021-02-17 19:49:13

Modified

2024-03-24 20:25:49

ARI ID

1676720948407

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Formal methods are proposed to arrange and establish strictness in stages for the development of software. This method assists to avoid serious issues, offer standard resources to record various hypotheses and conclusion and outline a source for stability among many connected activities. Workflow management system assists the administration to define and coordinate different departments such as several employees and systems. By using the workflow management system the administration can control, monitor, optimize the problem and maintain the business process. Formal approaches are used for designing and verification of the proposed system. The organization can save the time of development and implementation of the model. By using Petri net formalism we can design and model the specification and verification of multifaceted workflows. This research work focuses on the methods for modeling, analysis and simulation of workflow management system. A proposed model is developed, which almost eliminate the risks of logical errors before starting the code of the software. In this research work, the workflow model is designed for a railway reservation system. This organization has different reservation offices at different locations. These offices are interlinked with each other. To design a model of this company multi-agent based technique is used and each office works as an agent of the system. This research is intended to design an interaction model for the cooperation between these offices (modules). Petri net formalism is applied for modeling, analysis and verification purposes to show the workflow in between these offices (modules for entire system). This research is intended to design an interaction model for the cooperation between these offices (Agents). By using CPN tool four stations? models are designed and verified their liveness, boundedness and reversibility through invariants. After this these micro models also known as Agents are joined to a single macro model known as Railway Reservation System (RRS), where each Agent represents as a place by using the idea of nets within nets. These agents interact with each other through transitions in macro model. Due to state space explosion it is not possible to analyze each micro model through reachability graph, so analysis is done through place and transition invariants. Macro model is then verified through reachability graph as well as through invariants by using CPN tool and MATLAB.
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۳-متی

۳-متی

"أَمْ حَسِبْتُمْ أَن تَدْخُلُواْ ٱلْجَنَّةَ وَلَمَّا يَأْتِكُم مَّثَلُ ٱلَّذِينَ خَلَوْاْ مِن قَبْلِكُم مَّسَّتْهُمُ ٱلْبَأْسَآءُ وَٱلضَّرَّآءُ وَزُلْزِلُواْ حَتَّىٰ يَقُولَ ٱلرَّسُولُ وَٱلَّذِينَ آمَنُواْ مَعَهُ مَتَىٰ نَصْرُ ٱللَّهِ أَلا إِنَّ نَصْرَ ٱللَّهِ قَرِيبٌ۔"[[1]]

"پھر کیا تم لوگوں نے یہ سمجھ رکھا ہے کہ یونہی جنت کا داخلہ تمہیں مل جائے گا، حالانکہ ابھی تم پر وہ سب کچھ نہیں گزرا ہے، جو تم سے پہلے ایمان لانے والوں پر گزر چکا ہے؟ اُن پر سختیاں گزریں، مصیبتیں آئیں، ہلا مارے گئے، حتیٰ کہ وقت کارسول اور اس کے ساتھی اہل ایمان چیخ اٹھے کہ اللہ کی مدد کب آئے گی اُس وقت انہیں تسلی دی گئی کہ ہاں اللہ کی مدد قریب ہے"۔



[[1]]     القرآن ،۲ : ۲۱۴۔

اسلامی نظام معاشرت میں عدل اجتماعی کی اطلاقی معاشی نوعیت

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On Certain Generalizations of Functions With Bounded Boundary Rotation

The core objective of this research is to introduce new classes of analytic functions by using the concept of bounded boundary rotation and some of its generalization. This research heavily depends on the recent techniques of convolution (Hadamard product) and the differential subordination. The Ruscheweyh derivative and Carlson-Shaffer operator are utilized to define certain new classes of analytic functions. We also investigate these classes for certain linear operators such as Jung-Kim-Srivastava operator, generalized Bernardi integral operator, Frasin integral operator and some others. Some geometrical and analytical properties, which include distortion bounds, radius problems, inclusion relation, rate of growth problem and integral representation, are explored systematically. Relevant connections of the results presented here with those obtained in earlier works are pointed out. This research is updated with the advancement and changing trends in the field of Geometric Function Theory and emerging new open problems are added for investigation.