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Partial differential equations / Systems theory / Calculus of variations / Linear algebra / Projected dynamical system / Variational inequality / Dynamical system / Ordinary differential equation / Lipschitz continuity / Mathematical analysis / Calculus / Mathematics


Evolution Variational Inequalities and Projected Dynamical Systems with Application to Human Migration Anna Nagurney∗ Radcliffe Institute Fellow Radcliffe Institute for Advanced Study
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Document Date: 2006-03-14 13:51:46


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City

Cambridge / /

Company

Projected Dynamical Systems / /

Facility

Human Migration Anna Nagurney∗ Radcliffe Institute Fellow Radcliffe Institute / Joseph’s University / Management University of Massachusetts Amherst / Concord Avenue Harvard University / Radcliffe Institute / Harvard University / /

Holiday

St. Joseph / /

IndustryTerm

continuoustime dynamical systems / projection operator / end-product / time-continuous dynamical systems / congested urban transportation systems / recent applications / ingenious tool / uniqueness solution / dynamical systems / congested urban transportation networks / /

Organization

Jie Pan Department of Mathematics and Computer Science St. Joseph / Rockefeller Foundation / University of Massachusetts / School of Management University / Harvard University / Mathematics and Computer Science St. Joseph’s University Philadelphia / Bellagio Center / Human Migration Anna Nagurney∗ Radcliffe Institute Fellow Radcliffe Institute for Advanced Study / Department of Finance / Radcliffe Institute for Advanced Study / /

Person

Jie Pan / Anna Nagurney / /

Position

first author / hb / hb / −γi / excellent young researcher / /

ProvinceOrState

Massachusetts / Pennsylvania / /

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