177,586 research outputs found
The D1-triangulation in simplicial variable dimension algorithms for computing solutions of nonlinear equations
No full textA globally convergent simplicial algorithm for stationary point problems on polytopes
No full textStationary Point
A new variable dimension simplicial algorithm to find equilibria on the product space of unit simplices
No full textImmagini del Medioevo nella collezione di disegni di John Talman: sguardi tra erudizione e culto di un virtuoso di primo Settecento
No full textUna precoce fortuna di espressioni d'arte medievale all'inizio del Settecento attraverso la documentazione grafica raccolta dall'architetto inglese John Talman, primo direttore della Society of Antiquaries, durante i suoi viaggi in Italia nei primi venti anni del secolo
Refinement of solutions to the linear complimentarity problem
No full textNash equilibrium;game theaory;matrices
Simplicial algorithms for solving the nonlinear complementarity problem on the simplotope
No full textOperational Research
The D1-triangulation in simplicial variable dimension algorithms for computing solutions of nonlinear equations
No full textNonlinear Equations
Competitive Equilibria in Economies with Multiple Divisible and Indivisible Commodities and No Money
No full textA general equilibrium model is considered with multiple divisible and multiple indivisible commodities.In models with indivisibles it is always assumed that an indivisible commodity, called money, is present that is used to transfer the value of certain amounts of indivisible goods.For these economies with a finite number of divisible and indivisible goods and money and without producers it is well understood that a general equilibrium exists if the individual demands and supplies for the indivisibele goods belong to a same class of discrete convexity.In this paper we a model with multiple divisible and multiple undivisible commodities, in which none of the divisible goods may serve as money.Moreover, there are a finite number of producers owning a non-increasing returns to scale technology.One of the producesrs is assumed to have a linear production technology in order to produce divisible goods. Individual endowments being sufficienly large for production and discrete convexity guarantees the existence of a competitive equilibrium.indivisible commodities;divisible commodities;discrete convexity;competitive equilibrium
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