Kazuya Nagata, M,D,, D,M.Sc., Tomio Sasaki, M.D., D.M,Sc,, Takashi Mori, D,V,M., Hirofumi Nikaido, M.D., Eiichi Kobayashi, M.D., Phyo Kim, M.D., Ph.D., and Takaaki Kirino, M.D., D,M,Sc, Department of IVeurosurgerx ShouJa Generut HbspitaL 7bdyo, Jlripan; Depaitment of IVeurosurgeiM facutty of Medicine, Uhiversity of 7bkyo, 7bdyo, .ldpan; Division of Ptithotogy institute of Gerontolog}l Nippon Me...

در این مقاله، یک چهارچوب کلی برای پیاده سازی بازار خرده فروشی انرژی بر پایه الگوریتم nikaido-isoda/relaxation (بر مبنای تئوری بازی غیر همکارانه) با وجود نوسانات بالای تولید منابع تجدیدپذیر پراکنده (drr) و تقاضای مصرف کنندگان به همراه پیاده سازی مدیریت سمت تقاضا (dsm) در ریزشبکه ها (mg)، پیشنهاد شده است. ساختار ارائه شده بر اساس خاصیت اتصال و اجرای تعداد زیادی از منابع انرژی تجدیدپذیر (با در نظر...

We propose an approach to study static properties of metabolic networks with genetic regulation. We base our results on differential inequalities which are constraints on the values of the partial derivatives of the reaction rate functions. The approach uses an iterative elimination method for the steady state equations involving algebraic modules that satisfy the Gale-Nikaido global univalence...

In the present work we deal with set-valued equilibrium problems for which we provide sufficient conditions for the existence of a solution. The conditions that we consider are imposed not on the whole domain, but rather on a self segment-dense subset of it, a special type of dense subset. As an application, we obtain a generalized Debreu-Gale-Nikaido type theorem, with a considerable weakned W...

The generalized Nash equilibrium is a Nash game, where not only the players’ cost functions, but also the constraints of a player depend on the rival players decisions. We present a globally convergent algorithm that is suited for the computation of a normalized Nash equilibrium in the generalized Nash game with jointly convex constraints. The main tool is the regularized Nikaido-Isoda function...

The generalizedNash equilibriumproblem (GNEP) is an extension of the standardNash equilibriumproblem (NEP), in which each player’s strategy set may depend on the rival player’s strategies. In this paper, we present two descent type methods.The algorithms are based on a reformulation of the generalized Nash equilibrium using Nikaido-Isoda function as unconstrained optimization. We prove that our...

Yuichi Takeuchi-', Mina Murakami, Nobuyoshi Nakajima, Noriaki Kondo and Osamu Nikaido 1 Department of Bioscience and Technology, School of Engineering, Hokkaido Tokai University, Sapporo, 005-8601 Japan 2 Course of Environmental and Biological Sciences, Graduate School of Science and Engineering, Hokkaido Tokai University, Sapporo, 005-8601 Japan 3 Biotechnology Research Team, National Institut...

Using a regularized Nikaido-Isoda function, we present a (nonsmooth) constrained optimization reformulation of a class of generalized Nash equilibrium problems (GNEPs). Further we give an unconstrained reformulation of a large subclass of all GNEPs which, in particular, includes the jointly convex GNEPs. Both approaches characterize all solutions of a GNEP as minima of optimization problems. Th...

We root this tribute to Nicholas Yannelis in Chapter II of his 1983 Rochester Ph.D. dissertation, and paper with Prabhakar: work strengthens the lower semicontinuity assumption Michael’s continuous selection theorem open sections, leads correspondences defined on a paracompact space values Hausdorff linear topological space. move beyond literature provide necessary sufficient condition for uppe...

I N T R O D U C T I O N Cells o f Gram-nega t ive bacter ia , for example , Escherichia coli and Salmonella typhimurium, are enclosed by a double layer o f uni t m e m b r a n e (Glauer t and Thorn ley , 1969). T h e inner m e m b r a n e corresponds to the cytoplasmic membrane. T h e ou te r m e m b r a n e is located outs ide the rigid pep t idog lycan layer and corresponds to the ou te rmos ...