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PUSH PULL MIGRATION LAWS x Guido Dorigo* and Waldo Tobler † Abstract: The mathematics of a push-pull model are shown to incorporate many of Ravenstein’s laws of migration, to be equivalent to a quadratic transportati
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City

London / New York / /

Company

Wilson / /

Country

United States / Scotland / /

Event

Environmental Issue / /

IndustryTerm

resistive electrical network / computer algorithms / quadratic transportation problem / feasible solution / simpler solution / workable primal solution / constrained quadratic programming algorithm / e-β / non-negative integral solution / model linear transportation costs / travel time / nonlinear transportation problem / present several computational algorithms / transportation context / conventional linear transportation problem / linear transportation problem / /

Organization

Bureau of the Census / US Bureau of the Census / Helmholz / /

Person

Guido Dorigo / Waldo Tobler / Clark / Ernst Ravenstein / Ballard / /

Position

attractivity gradient model for net movement rates / model / candidate for correlation and regression studies / geographer / /

ProvinceOrState

California / New York / /

Technology

artificial intelligence / computer algorithms / constrained quadratic programming algorithm / /