Samir Ribic
University of Sarajevo
27 Papers
82 Citations
Samir Ribic is an academic researcher from University of Sarajevo. The author has contributed to research in topics: Computer science & Domain-specific language. The author has an hindex of 6, co-authored 25 publications. Previous affiliations of Samir Ribic include Sarajevo School of Science and Technology.
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Papers
Design of a domain specific language and IDE for Internet of things applications
Adnan Salihbegovic,Teo Eterovic,Enio Kaljic,Samir Ribic +3 more
- 25 May 2015
TL;DR: The result is DSL-4-IoT Editor-Designer, which is based on high level visual programming language, established on the class of visual domain specific modeling languages (VDSMLs), using formal presentations and abstract syntax in a metamodel.
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An Internet of Things visual domain specific modeling language based on UML
Teo Eterovic,Enio Kaljic,Dzenana Donko,Adnan Salihbegovic,Samir Ribic +4 more
- 29 Oct 2015
TL;DR: A Visual Domain Specific Modeling Language was developed for the IoT and proved that it is powerful enough for the professional and at the same time simple enough to be used by non-technical users.
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Monolithic to microservices redesign of event driven integration platform
Ervin Djogic,Samir Ribic,Dzenana Donko +2 more
- 21 May 2018
TL;DR: Architectural redesign of SOA (service oriented architecture) integration platform is presented by following principles of microservices design to provide ability for scalability, better resource management, maintenance and deployment.
19
•Proceedings Article
A two phase integer linear programming approach to solving the school timetable problem
Samir Ribic,Samim Konjicija +1 more
- 21 Jun 2010
TL;DR: This paper proposes one model for high school timetable generation, which uses two-phase linear integer programming to solve the problem, by decomposing the problem to determine the day and then, in the second phase, to generate a daily schedule.
19
Vectorial Hyperbent Trace Functions From the \(\mathcal {PS}_{\rm ap}\) Class—Their Exact Number and Specification
TL;DR: It is shown that these interpolation polynomials can be chosen in exactly (2k-1) ways and this is the exact number of vectorial hyperbent functions of the form Trkn
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