Invariance Thesis

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Uniform semiclassical approximations and their applications.


Production of Slow Antihydrogen from Cold Antimatter Plasmas. (Castro-Neto/Halperin) MAXWELL, STEPHEN EDWARD Buffer Gas Cooled Atoms and Molecules: Production, Collisional Studies, and Applications.

New Insights on Neural Circuit Refinement in the Central Nervous System: Climbing Fiber Synapse Elimination in the Developing Mouse Cerebellum Studied with Serial-Section Scanning Electron Microscopy.

Don’t Ignore Class When Addressing Racial Gaps in Intergenerational Mobility.

Wiley Online Library requires cookies for authentication and use of other site features; therefore, cookies must be enabled to browse the site.It can be traced back to William Julius Wilson's 1987 book The Truly Disadvantaged, which argued that racial differences in crime rates are due to differences in the communities in which American whites and blacks live. Depinning with Elastic Waves: Criticality, Hysteresis, and Even Pseudo-Hysteresis. In “Toward a Theory of Race, Crime, and Urban Inequality,” Sampson and Wilson (1995) argued that racial disparities in violent crime are attributable in large part to the persistent structural disadvantages that are disproportionately concentrated in African American communities.They also argued that the ultimate causes of crime were similar for both Whites and Blacks, leading to what has been labeled the thesis of “racial invariance.” In light of the large scale social changes of the past two decades and the renewed political salience of race and crime in the United States, this paper reassesses and updates evidence evaluating the theory.Detailed information on how Wiley uses cookies can be found in our Privacy Policy.Access to society journal content varies across our titles.A simple example of invariance is expressed in our ability to count.For a finite set of objects of any kind, there is a number to which we always arrive, regardless of the order in which we count the objects in the set.Some important classes of transformations are defined by an invariant they leave unchanged, for example conformal maps are defined as transformations of the plane that preserve angles.The discovery of invariants is an important step in the process of classifying mathematical objects.


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