mathematical economics 
The results have found applications in mathematical economics.


Marketing Models: The Culture of Mathematical Economics


In particular, the peculiar structure of dynamic inputoutput (IO) model have originated, in numerous fields ranging from mathematical economics to system theory, an abundance of contributes.


Increasing quasiconcave coradiant functions with applications in mathematical economics


The multiple priors model of Gilboa and Schmeidler [Journal of Mathematical Economics, 18 (1989), 141153] is adopted specifically to represent the bidders' (and the auctioneer's) preferences.


Such problems arise for instance in mathematical economics [4].


We present a statistical model, recently developed for application in mathematical economics, that yields empirical evidence for the existence of two distinct subtypes of depression.


"Axiom, theorem, corollary >amp;c.": Condorcet and mathematical economics


Arrow's use of general binary relations and of axiomatic methods to ground, in a clear mathematical way, his impossibility theorem marks a turning point in welfare economics, and, more generally, in mathematical economics.


The core has become an important equilibrium concept in mathematical economics.


The equations of mathematical economics and the problem of economic calculation in a socialist state


Introduction to the special issue on mathematical economics


Mathematical economics has a long history and covers many interdisciplinary areas between mathematics and economics.


This paper also includes a brief discussion of some actual or potential applications of embedding theorems for classes of convex sets in probability theory, mathematical economics, interval mathematics, and related areas.


Partial maps occur as inverse functions in elementary analysis, as solution of ordinary differential equations, as utility functions in mathematical economics, etc.


It turns out that all results that were proved for convex sets can also be proved for convex modules, which constitute the algebraic theory generated by convex sets and which have a close connection to physics and mathematical economics.


Whewell is remembered today for his early contributions to mathematical economics.


Application of methods of mathematical economics to the control of flow of medical supplies in the public health system


Quantitative analysis of some tendencies in the development of operations research and mathematical economics


These sets play an important role in some parts of mathematical economics and game theory.

