This paper develops a framework of analysis for studying the informational properties of a
certain class of" parametric" resource allocation processes. It is shown that the Taylor …

Let r> 0 be a finite delay and Co= CE ([-r, O]) be the Banach space of continuous vector-
valued functions defined on [-r, 0] taking values in a separable reflexive Banach space E …

When asked what his greatest contribution to mathematics was, Professor GH Hardy said
that it was the discovery of number theorist Srinivasa Ramanujam. Professor Hardy was not …

This paper presents a very general linear production model which nevertheless shows an
extremely regular behaviour. We can ensure the solvability of the associated equilibrium …

1. INTRODUCTION In Schefold (1978a), it is shown that a constant returns to scale economy
with joint production can have the properties of one with single production, if the efficient set …

This paper describes a decentralized planning process which is a formalization of an
iterative method proposed by Taylor [12] for the construction of an optimal plan in a socialist …

MATHEMATICAL ECONOMICS Nonlinear generalizations of theorems on inverse-positive
matrices* Page 1 Adv. Math. Econ. 5, 55-63 (2003) Advancesin MATHEMATICAL ECONOMICS …

Title VIABILITY AND OTHER RESULTS FOR AN EXTENDED INPUT-OUTPUT MODEL Sub
Title Author DASGUPTA, Dipankar Publisher Keio Economic Page 1 Title VIABILITY AND …

One of the most striking results of fixed coefficient technology is the nonsubstitution theorem.
The theorem shows that under certain conditions there is a unique set of techniques of …

An input–output model with non‐constant returns to scale and externalities is presented, and
it is shown that in this model the non‐substitution theorem is still valid. More precisely, the …