2,907 research outputs found
Commencement 2016 Provost Pradeep Sharma
Provost Pradeep Sharma gives an address at RISD Commencement 2016
Some topological properties of solution sets in partially ordered set optimization
In this paper, we study some topological properties, in particular, arcwise connectedness and connectedness of solution sets in set optimization, where the acting space is equipped with partial set order relations. We obtain continuity, generalized convexity, and natural quasi arcwise connectedness of the nonlinear scalarization function and use them to study some topological properties and convergence of efficient and weak efficient solution sets in partially ordered set optimization. We also employ derived results to vector-valued game theory with uncertainty. </p
Connectedness of the solution sets in generalized semi-infinite set optimization
We first establish sufficient conditions for the arcwise connectedness of the image of the constraint set map and for the upper semi-continuity of the constraint set map. These results, together with scalarization techniques, are further used to establish the connectedness of the solution sets of generalized semi-infinite set optimization problems. An application to vector-valued game theory with uncertainty is given.</p
Aflibercept – How does it compare with other Anti-VEGF Drugs?
<p>Aflibercept – How does it compare with other Anti-VEGF Drugs? Yog Raj Sharma*, Koushik Tripathy, Pradeep Venkatesh and Varun Gogia<br>Austin Journal of Clinical Ophthalmology</p>
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Intraocular Lymphoma
<p>Intraocular Lymphoma: Ravi Bypareddy, Ashwini Behera, Koushik Tripathy, Rohan Chawla, Pradeep Venkatesh, Yog Raj Sharma<br>DOS Times - Vol. 20, No. 6 December, 2014</p>
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Corneal changes in Diabetes Mellitus
<p>Corneal changes in diabetes mellitus: Koushik Tripathy, MD; Rohan Chawla, FRCS; Yog Raj Sharma, MS; Pradeep Venkatesh, MD; Rajpal Vohra, MD</p>
<p>DOS times, Vol. 20, No. 5</p
Some properties of generalized oriented distance function and their applications to set optimization problems
In this paper, we study several interesting basic properties of generalized oriented distance function with respect to co-radiant sets or free disposal sets, which are more general than a cone and play an important role to study quasi-minimal solutions of set optimization problems. In particular, we deal with some special properties, namely, translation property, subadditivity and monotonicity, by using co-radiant sets. Moreover, we investigate several kinds of monotonicity properties by means of nonconvex free disposal sets. As an application, we study some optimality conditions for quasi-minimal solutions of set optimization problems by using generalized oriented distance function. At the end, we give an existence theorem for cone saddle-point for set-valued maps. Several examples are given to verify the validity and effectiveness of the derived results.</p
sj-docx-1-nmi-10.1177_11786388221130560 – Supplemental material for Effect of Medically Supervised Prolonged Fasting Therapy on Vitamin D, B12, Body Weight, Body Mass Index, Vitality and Quality of Life: A Randomized Control Trial
Supplemental material, sj-docx-1-nmi-10.1177_11786388221130560 for Effect of Medically Supervised Prolonged Fasting Therapy on Vitamin D, B12, Body Weight, Body Mass Index, Vitality and Quality of Life: A Randomized Control Trial by Gulab Rai Tewani, Karishma Silwal, Gita Sharma, Dinesh Yadav, Aarfa Siddiqui, Sucheta Kriplani, Varsha Vijay Nathani, Neha Sharma, Jyoti Keswani, Hemanshu Sharma and Pradeep MK Nair in Nutrition and Metabolic Insights</p
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