Izabela Kutschenreiter-Praszkiewicz (August 29th 2019). Decision Rule Induction Based on the Graph Theory, Application of Decision Science in Business and Management, Fausto Pedro García Márquez, IntechOpen, DOI: 10.5772/intechopen.88737.

Ravi Pratap Singh, Ravinder Kataria and Sandeep Singhal (July 22nd 2019). Decision-Making in Real-Life Industrial Environment through Graph Theory Approach, Computer Architecture in Industrial, Biomechanical and Biomedical Engineering, Lulu Wang and Liandong Yu, IntechOpen, DOI: 10.5772/intechopen.82011.

Malta

The Nobel Prize in Economic Sciences 2012 was awarded jointly to A. E. Roth and L. S. Shapley &quot;for the theory of stable allocations and the practice of market design.&quot; The reason why it was awarded to A. E. Roth and L. S. Shapley is two-fold: their extremely valuable efforts in applying scientific findings in very important real life problems such as kidney exchange and student placement problems, and their contribution to the theory of stable matchings. In this talk, we will present the theory of stable matchings starting from the basics such as the Gale-Shapley Algorithm, discussing more advanced topics such as manipulation and existence of stable matchings under various conditions. Two important applications, namely kidney exchange and student placement problems will be given special consideration. In the second part of the talk, the role of graph theory in stable matchings will be discussed in more depth. In particular, the links between stable matchings and the problem of finding an inclusion-wise maximal matching of minimum size will be explored. As a natural consequence of this link, the need for studying various graph classes will be emphasized.

ICORES 2020

The Nobel Prize in Economic Sciences 2012 and Matching Theory

Dear Delegates, 

On behalf of the organizing committee at UCF Rosen College of Hospitality Management and Elsevier, I have the greatest pleasure to welcome you to the **6th World Research Summit for Tourism and Hospitality: Resilience, Adaptability, and Innovation.** 

Though we cannot host you this year owing to Covid-19 at our beautiful resort-like campus in Orlando, Florida, we believe this virtual and live-streamed conference will provide an interactive, dynamic, and shared international platform for global academics and practitioners to discuss how to enhance research applications and knowledge management through resilience, adaptability, digital intelligence, innovation, and smart knowledge in bringing our industry and research back to normal. This summit particularly offers unique opportunities to unfold and embrace various repercussions of COVID-19 pandemic with various stakeholders, including academic researchers, industry professionals, and government officials, through dialogues on how to better utilize research outputs for the benefits of the industry, in a resilient, intelligent and innovative way. 

I hope you will agree that we have put together a wonderful program including keynote speeches, panel discussions, concurrent presentations, poster sessions, and best paper recognition and award ceremony. We hope you will take advantage of these activities and engage yourself with great learning and sharing opportunities during the two days of the Summit. Thank you for joining us and we look forward to our discussions! 

Sincerely, 
Dr. Youcheng Wang 
Dean and Preeminent Chair Professor

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TOUR 2021

This conference provides an interactive, dynamic, and shared international platform for global academics and practitioners to discuss how to enhance research applications and knowledge management through resilience, adaptability, digital intelligence, innovation, and smart knowledge in bringing our industry and research back to normal. This summit particularly offers unique opportunities to unfold and embrace various repercussions of COVID-19 pandemic with various stakeholders, including academic researchers, industry professionals, and government officials, through dialogues on how to better utilize research outputs for the benefits of the industry, in a resilient, intelligent and innovative way.

The Nobel Prize in Economic Sciences 2012 was awarded jointly to A. E. Roth and L. S. Shapley "for the theory of stable allocations and the practice of market design." The reason why it was awarded to A. E. Roth and L. S. Shapley is two-fold: their extremely valuable efforts in applying scientific findings in very important real life problems such as kidney exchange and student placement problems, and their contribution to the theory of stable matchings. In this talk, we will present the theory of stable matchings starting from the basics such as the Gale-Shapley Algorithm, discussing more advanced topics such as manipulation and existence of stable matchings under various conditions. Two important applications, namely kidney exchange and student placement problems will be given special consideration. In the second part of the talk, the role of graph theory in stable matchings will be discussed in more depth. In particular, the links between stable matchings and the problem of finding an inclusion-wise maximal matching of minimum size will be explored. As a natural consequence of this link, the need for studying various graph classes will be emphasized.

keynote

The purpose of the International Conference on Operations Research and Enterprise Systems (ICORES) is to bring together researchers, engineers, faculty, and practitioners interested in both theoretical advances and practical applications in the field of operations research. Two simultaneous tracks will be held, covering on one side domain independent methodologies and technologies and on the other side practical work developed in specific application areas.

The purpose of the International Conference on Operations Research and Enterprise Systems (ICORES) is to bring together researchers, engineers, faculty, and practitioners interested in both theoretical advances and practical applications in the field of operations research.

When considering the topology of complex networks, an important question is how local topological constraints impact the overall topology of the network. This issue is addressed from a mathematical perspective by examining some particular families of graphs. For these graphs, the results of an exploration of the vertices in an order determined by the properties of their neighbourhood may lead to the conclusion that global properties exist. We review classic results and some more recent generalizations that use simplicial geometry. These families of graphs can be used as models for the construction of large networks whose topology can be controlled by local actions.

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