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Partial differential equations / Convex analysis / Calculus of variations / Linear algebra / Projected dynamical system / Variational inequality / Convex cone / Obstacle problem / Hilbert space / Mathematical analysis / Mathematics / Calculus


Projected Dynamical Systems, Evolutionary Variational Inequalities, Applications, and a Computational Procedure Monica–Gabriela Cojocaru Department of Mathematics and Statistics, MacNaughton Hall, Room 548,
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Document Date: 2005-10-07 16:37:07


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City

Catania / Guelph / /

Company

PK / Computer Sciences / /

Facility

University of Massachusetts / University of Catania / MacNaughton Hall / University of Guelph / /

IndustryTerm

urban transportation networks / projection operator / continuous solution / finite-dimensional projected dynamical systems / illustrative dynamic traffic network / decentralized supply chain networks / finance / inner product / stationary solutions / projected dynamical systems / transportation science / dynamical systems / /

Organization

University of Massachusetts / Amherst / Italy Anna Nagurney Department of Finance / School of Management / Canada Patrizia Daniele Department of Mathematics and Computer Sciences / Gabriela Cojocaru Department of Mathematics and Statistics / University of Catania / University of Guelph / /

Person

K. As / Gabriela Cojocaru / Anna Nagurney / /

Position

author / /

ProvinceOrState

Massachusetts / Ontario / /

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