The upcoming seminar session will feature Philipp Külpmann as the speaker. The session will focus on investigating Harsanyi's purification idea for mixed-strategy play in a simple Bayesian game with two-sided private payoff perturbations. Through data from a laboratory experiment, the aim is to test if subjects indeed play a pure strategy as suggested by Harsanyi. Additionally, this study is the first to explicitly test cut-off strategies in Bayesian games. https://buff.ly/4bzUgWq
HUN-REN KRTK Institute of Economics’ Post
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Interested in understanding how evolutionary games can serve as an alternative to classical games, particularly in scenarios where obtaining Nash Equilibrium might prove challenging? Check out my recent article on the evolutionary game dynamics between Distributed Energy Resources (DERs) and Microgrid Operators (MGOs). In this article, the power factor improvement in a microgrid is utilized as an example to illustrate the intricate dynamics between DERs and MGOs, presenting an alternative approach to Nash Equilibrium for identifying stable strategies. https://lnkd.in/gtkXkskf
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⛳ Call for reading! #Mathematics(IF2.3, JCR Q1; ISSN: 2227-7390) ✏️ Title: A Stochastic Control Approach for Constrained Stochastic Differential Games with Jumps and Regimes 👉 Link:https://buff.ly/3Tg2xYd 🔥 Section: #FinancialMathematics 👏 Article Views: 1346; Citations:7 🎉 Congratulations on the success of this article! @MDPIOpenAccess @ComSciMath_Mdpi #OpenAccess
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Monotonicity testing is a problem from the field of property testing. The first result of this book is an essentially optimal algorithm for this problem. The second result is a proof of the 2-to-2 games conjecture (with imperfect completeness). Get On Monotonicity Testing and the 2-to-2 Games Conjecture here: bit.ly/3VdPTZw Author: Dor Minzer, Massachusetts Institute of Technology. #monotonicity #testing #propertytesting #algorithms #2to2 games #BiasedLongCode #HardnessofVertexCover #GrassmanGraph #optimal #algorithm #hardnessofapproximationresults #vertexcover #independentset ACM, Association for Computing Machinery
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The asymptotic behavior of the upper order statistics of diffusions with mean-field interaction was studied in a previous work with Martin Larsson and Zeyu Zhang. In this new work with Erhan Bayraktar, supported by the National Science Foundation (NSF) under grant DMS-2406232, we extend those asymptotic results to diffusive games of drift-controlling players under Nash equilibrium: https://lnkd.in/eBUSyDev #DMSFunded
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🗣️ Calling all #Game Theorists! We hope that you had a great summer. #Gametheory We are excited to welcome your participation at the 1st International Electronic Conference on Games (IECGA 2025), organized by the journal, Games MDPI. The IECGA 2025 presents these exciting session topics: 1. Algorithmic, Computational and #AppliedGameTheory 2. #Behavioral, #Experimental, and #CooperativeGameTheory and #Bargaining 3. #Learning, #Evolution, #MarketDesign and #Auctions 4. #Non-Cooperative and General Game Theory To submit your abstracts for FREE, please click on the following link: https://buff.ly/4gbv7E9 For more information, please visit our website: https://buff.ly/4e41eUA Important Dates 📅 Abstract Submission Deadline: 17 June 2025 Notification of Acceptance Date: 18 August 2025 Do remember to Register for FREE!
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Monotonicity testing is a problem from the field of property testing. The first result of this book is an essentially optimal algorithm for this problem. The second result is a proof of the 2-to-2 games conjecture (with imperfect completeness). Get On Monotonicity Testing and the 2-to-2 Games Conjecture here: bit.ly/3VdPTZw Author: Dor Minzer, Massachusetts Institute of Technology. #monotonicity #testing #propertytesting #algorithms #2to2 games #BiasedLongCode #HardnessofVertexCover #GrassmanGraph #optimal #algorithm #hardnessofapproximationresults #vertexcover #independentset ACM, Association for Computing Machinery
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Monotonicity testing is a problem from the field of property testing. The first result of this book is an essentially optimal algorithm for this problem. The second result is a proof of the 2-to-2 games conjecture (with imperfect completeness). Author: Dor Minzer, Massachusetts Institute of Technology. Get it here: bit.ly/3VdPTZw #monotonicity #testing #propertytesting #algorithms #2to2 games #BiasedLongCode #HardnessofVertexCover #GrassmanGraph #optimal #algorithm #hardnessofapproximationresults #vertexcover #independentset ACM, Association for Computing Machinery
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Monotonicity testing is a problem from the field of property testing. The first result of this book is an essentially optimal algorithm for this problem. The second result is a proof of the 2-to-2 games conjecture (with imperfect completeness). Author: Dor Minzer, Massachusetts Institute of Technology. Get it here: bit.ly/3VdPTZw #monotonicity #testing #propertytesting #algorithms #2to2 games #BiasedLongCode #HardnessofVertexCover #GrassmanGraph #optimal #algorithm #hardnessofapproximationresults #vertexcover #independentset ACM, Association for Computing Machinery
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Monotonicity testing is a problem from the field of property testing. The first result of this book is an essentially optimal algorithm for this problem. The second result is a proof of the 2-to-2 games conjecture (with imperfect completeness). Author: Dor Minzer, Massachusetts Institute of Technology. Get On Monotonicity Testing and the 2-to-2 Games Conjecture here: bit.ly/3VdPTZw #monotonicity #testing #propertytesting #algorithms #2to2 games #BiasedLongCode #HardnessofVertexCover #GrassmanGraph #optimal #algorithm #hardnessofapproximationresults #vertexcover #independentset ACM, Association for Computing Machinery
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Advisor for implementing industrial pollution remedial measures for Iron & steel plants, Mines, Thermal power plants etc. PROVIDING advisory services to organizations FOR impact assessment & Environment Management Plan
My Book _ "Cracking the Code: The Youth's Guide to Mastering Number Games," https://lnkd.in/g3SvpNdR Welcome to "Cracking the Code: The Youth's Guide to Mastering Number Games," a comprehensive handbook designed to unlock the secrets of number games and elevate your mathematical skills to new heights. In this guide, we will explore the fascinating world of number games, from classic puzzles to modern challenges, and provide you with the tools and strategies you need to become a master mathematician. Whether you're a novice looking to improve your mental math abilities or a seasoned player seeking to sharpen your skills, this book is your ultimate companion on the journey to numerical excellence.
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