Author: D. G. BourginPublisher:
ISBN:
Category : Retracts, Theory of
Languages : en
Pages : 22
Book Description
Non Locally Connected Spaces Related to Absolute Neighborhood Retracts and Fixed Point Properties
Author: D. G. BourginPublisher:
ISBN:
Category : Retracts, Theory of
Languages : en
Pages : 22
Book Description
Non Locally Connected Spaces Related to Absolute Neighborhood Retracts and Fixed Point Properties
Author: D. G. BourginPublisher:
ISBN:
Category : Retracts, Theory of
Languages : en
Pages : 0
Book Description
Air Force Scientific Research Bibliography: 1950-56
Author: Library of Congress. Science and Technology DivisionPublisher:
ISBN:
Category : Military research
Languages : en
Pages : 1196
Book Description
U.S. Government Research Reports
Author: AFOSR.
Author: United States. Air Force. Office of Scientific ResearchPublisher:
ISBN:
Category : Research
Languages : en
Pages : 940
Book Description
Aeronautical Engineering Review
Author: Bibliography of Scientific and Industrial Reports
Author: Fixed Points and Economic Equilibria
Author: Ken UraiPublisher: World Scientific
ISBN: 9812837191
Category : Business & Economics
Languages : en
Pages : 311
Book Description
1. Introduction. 1.1. Mathematics is language. 1.2. Notes on some mathematical tools in this book. 1.3. Basic mathematical concepts and definitions -- 2. Fixed-point theorems. 2.1. Classical results and basic extensions. 2.2. Convexity and duality for general spaces. 2.3. Extension of classical results to general spaces -- 3. Nash equilibrium and abstract economy. 3.1. Multi-agent product settings for games. 3.2. Nash equilibrium. 3.3. Abstract economy -- 4. Gale-Nikaido-Debreu's theorem. 4.1. Gale-Nikaido-Debreu's theorem. 4.2. Market equilibria in general vector spaces. 4.3. Demand-supply coincidence in general spaces -- 5. General economic equilibrium. 5.1. General preferences and basic existence theorems. 5.2. Pareto optimal allocations. 5.3. Existence of general equilibrium -- 6. The CĚŽech type homology theory and fixed points. 6.1. Basic concepts in algebraic topology. 6.2. Vietoris-Begle mapping and local connectedness. 6.3. Nikaido's analogue of Sperner's lemma. 6.4. Eilenberg-Montgomery's theorem -- 7. Convex structure and fixed-point index. 7.1. Lefschetz's fixed-point theorem and its extensions. 7.2. Cohomology theory for general spaces. 7.3. Dual-system structure and differentiability. 7.4. Linear Approximation for Isolated Fixed Points. 7.5. Indices for compact set of fixed points -- 8. Applications to related topics. 8.1. KKM, KKMS, and core existence. 8.2. Eaves' theorem. 8.3. Fan-Browder's coincidence theorem. 8.4. L-majorized mappings. 8.5. Variational inequality problem. 8.6. Equilibrium with cooperative concepts. 8.7. System of inequalities and affine transformations -- 9. Mathematics and social science. 9.1. Basic concepts in axiomatic set theory. 9.2. Individuals and rationality. 9.3. Society and values -- 10. Concluding discussions. 10.1. Fixed points and economic equilibria. 10.2. Rationality and fixed-point views of the world
Author: 
Author: