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Some Fine-Tuning for Dominant Diagonal Matrices
(1988-07)
Given a linear system Ax=b, where A is a dominant diagonal matrix with positive diagonals and non-positive off-diagonals, but b as both positive and negative components, necessary and sufficient conditions on bj are derived ...
Counting Groves-Ledyard equilibria via degree theory
(Elsevier, 1983-10)
We study the Groves-Ledyard mechanism for determining optimal amounts of public goods in economies whose agents have the most general class of preferences for which a Pareto amount of public goods can be computed independently ...
Counting Groves-Ledyard Equilibria via Degree Theory
(1983-10)
We study the Groves-Ledyard mechanism for determining optimal amounts of public goods in economies whose agents have the most general class of preferences for which a Pareto amount of public goods can be computed independently ...