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"fractional differential equation.
"fractional differential equation.

*mit opencourseware: differential geometry, fall 2008
*mit opencourseware: differential geometry, fall 2008

* ordinary differential equations and dynamical systems.
* ordinary differential equations and dynamical systems.

* good classical geometric approach to differential geometry with tensor machinery.
* good classical geometric approach to differential geometry with tensor machinery.

an advanced textbook on clifford algebras and their applications to differential geometry.
an advanced textbook on clifford algebras and their applications to differential geometry.

"(provides a treatment of maxwell's equations in terms of differential forms.
"(provides a treatment of maxwell's equations in terms of differential forms.

evans, "partial differential equations", american mathematical society, providence, 1998.
evans, "partial differential equations", american mathematical society, providence, 1998.

this textbook in multivariate calculus introduces the exterior algebra of differential forms adroitly into the calculus sequence for colleges.
this textbook in multivariate calculus introduces the exterior algebra of differential forms adroitly into the calculus sequence for colleges.

:: contains a classical treatment of the exterior algebra as alternating tensors, and applications to differential geometry.
:: contains a classical treatment of the exterior algebra as alternating tensors, and applications to differential geometry.

:: includes applications of the exterior algebra to differential forms, specifically focused on integration and stokes's theorem.
:: includes applications of the exterior algebra to differential forms, specifically focused on integration and stokes's theorem.

the constraints arise almost always because the differential equations must obey a set of boundary conditions, and the boundary has a non-trivial homotopy group, preserved by the differential equations.
the constraints arise almost always because the differential equations must obey a set of boundary conditions, and the boundary has a non-trivial homotopy group, preserved by the differential equations.

finally, some authors have suggested that social control theory may provide an alternative explanation for the differential treatment received by stereotypical and counter-stereotypical defendants observed in previous research (saulters-tubbs, 1993). social control theory proposes that behaviour is controlled within society by external pressures to conform to socially accepted norms and values (van krieken et al., 2000). for example, it would be expected that defendants in general would be viewed negatively for deviating from acceptable standards for social behaviour. social control theory attributes the harsher treatment of counter-stereotypical offenders to dual punishment, that is, punishment for their violation of accepted norms for appropriate behaviour and punishment for their violation of a specific stereotype (saulters-tubbs, 1993).
the measure assessing categorisation as a typical murder also provided some tentative support for this prediction, with the feminine defendant being seen as less like a typical murderer compared to the masculine defendant, but only when the defendant was a woman. while the pairwise comparison was significant, the interaction was not statistically significant despite the effect size being the same size as the significant effect for the defendant gender.