5106-1616 : θ(⋆)-quasi continuity for multifunctions

CERTIFICATION FOR PEER REVIEW        We are pleased to declare, confirm and certify that  Prof.Sorin Ioan Deaconu Politehnica University Timisoara, Romania offered substantial, important, line by line peer review with several comments, important remarks and hints for the article: Title: θ(⋆)-quasi continuity for multifunctions, ID Number: 5106-1616 for the Journal:  WSEAS Transactions on Mathematics The Editor-in-Chief of the journal would like to thank you also for your many thoughtful comments, important remarks, hints, questions, and in general for your really great effort for reviewing this manuscript. Your judgement has helped the Journals and the WSEAS. The strict peer review of all the papers is really very important for us for maintaining the quality of publications as well as the academic integrity of the journal and of the WSEAS publisher. You can post this Certification on the Web, Social Media, Your Website, Blog etc and you can forward it to your dean. Save a copy of this Certification in your records also for further usage. This is especially useful for young scholars.       Dr. Anna Papadimitriou WSEAS Publications www.wseas.com WSEAS: Athens, Greece / Sofia, Bulgaria / Houston, Texas, USA   Date of the Review: 03/31/2022

Your Review was         Your Name (Use only the standard English Alphabet, do not use extended Latin Alphabets) Sorin Ioan Deaconu Email of the Reviewer (only 1 email please) ******* Your alternative Email (only 1 email please) ******* ID Number of the Paper (the number before the .doc or .docx or .pdf) 5106-1616 Title of the Journal (if you do not remember, select "WSEAS Transactions on Systems") WSEAS Transactions on Mathematics Title of the Paper θ(⋆)-quasi continuity for multifunctions Comments and Remarks (minimum 500 characters) Topology as a field of mathematics is concerned with all questions directly or indirectly related to continuity. Generalization of continuity is one of the main re- search topics in general topology. This paper is dealing with the concepts of upper and lower θ(⋆)-quasi continuous multifunctions. Moreover, some characterizations of upper and lower θ(⋆)-quasi continuous multifunctions are obtained. The ideas and results of this paper may motivate further research. Are the Sessions and their Paragraphs well and clearly written? Which Sessions and which Paragraphs of this paper need extensions and clarifications? Yes. Please, specify Which mathematical equations in the article need clarifications? Which Theorems need clarifications and extensions? Are the mathematical theorems accompanied by the proper numerical examples? Please, specify. It,s OK. What Simulation / Statistics / Experiments / Experimental Analysis in the paper need extension and more clarifications? In which paragraphs? Missing simulation and experimental results. Can you check if the Figures and Tables of the article are dully illustrated and presented inside the text? Missing figures and tables. For Experimental Work. Do you believe that these experiments were really held ? With what Equipment? Where? Are they accompanied with Photos, Tables and other Documentation? Do the authors have the Copyright of the Photos? Missing experimental work. For Articles in Biomedical, Financial and Social Sciences we demand strong and well-documented Statistics. Have the authors carried out and included the right Statistical tests like: t-text, Chi Square etc? Please, check. It is not necessary. Are the References connected with the main text of the article? Are they adequate? Do the authors have References from the last 10 years or do they have obsolete References? Yes. Do the authors use abbreviations without the necessary explanations? If the authors use the abbreviation GOT, what GOT stands for? No. Date of the Review 03/31/2022 Final Recommendation Accepted After Minor Revision