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...manifold]]. Precisely, given a [[Kähler manifold]] {{mvar|M}}, the Calabi flow is given by: ...c coordinates {{math|''z''^α}}. This is a fourth-order geometric flow, as the right-hand side of the equation involves fourth [[derivative]]s of ...

:* a [[geometric term of location]] * [[Fan (machine)#Axial-flow|axial-flow]], a type of [[Fan_(machine)|fan]] ...

...]] minimal surface. [[Minimal surface]]s are among the objects of study in geometric analysis.]] '''Geometric analysis''' is a [[mathematics|mathematical]] discipline where tools from [ ...

'''Geometric Dynamic Recrystallization (GDR)''' is a [[recrystallization (metallurgy)|re ...in flow stress. This is in contrast to discontinuous mechanisms where the flow stress normally decreases by ~25% as the recrystallized grains form. ...

...hat preserves geometric properties of the exact [[Vector field#Flow curves|flow]] of a differential equation. We can motivate the study of geometric integrators by considering the motion of a [[simple pendulum|pendulum]]. ...

...e energy by [[gradient descent]], which in this context is called Willmore flow. ==Willmore flow== ...

...theorem''', proved by [[Maurício Peixoto]], states that among all smooth [[flow (mathematics)|flows]] on [[Surface (topology)|surface]]s, i.e. [[Compact sp * [[Jacob Palis]], W. de Melo, ''Geometric Theory of Dynamical Systems''. [[Springer-Verlag]], 1982 ...

...st=Boris|year=2000}} gives a definition of atoroidality that combines both geometric and algebraic aspects, in terms of maps from a torus to the manifold and th ...restricted to irreducible manifolds.<ref>{{citation|title=The Ricci Flow: Geometric aspects|series=Mathematical surveys and monographs|first=Bennett|last=Chow| ...

...ditor of one, and an author of numerous articles. He is the founder of the Geometric Image Processing Lab [http://gip.cs.technion.ac.il/], and a founder and adv ...segmentation, a geometric framework for image filtering (named ''Beltrami flow'' after the Italian mathematician [[Eugenio Beltrami]]), and the Generalize ...

...rdware design]], [[electronic design]], [[software design]], and [[process flow diagram]]s. ...ram to aid interpretation and clarify meaning of the process or model. The geometric shapes are connected by lines to indicate association and direction/order o ...

...moves as time passes. For every instant of time, it associates a [[vector (geometric)|vector]] to every point in a [[Euclidean space]] or in a [[manifold]]. ==Flow== ...

...sic notion of geometric [[volume]] appears nowhere (e.g. a concept such as flow of "substance" is not expressed as [[liter]]s per time unit but as number o ...

* [[Receive flow steering]], a scaling technique for network traffic processing * Regardless of Feature Size, a term used in [[geometric dimensioning and tolerancing]] ...

...hematics]], more particularly in the fields of [[dynamical systems]] and [[geometric topology]], an '''Anosov map''' on a [[manifold]] ''M'' is a certain type o ...ndle (spanned by the flow direction), then the flow is called an '''Anosov flow'''. ...

...ction]] <math>\psi(x,y)</math> for a two-dimensional, incompressible fluid flow <math>\mathbf{v}(x,y)=\langle \partial_{y}\psi,-\partial_{x}\psi\rangle </m ==In geometric algebra== ...

...e direction. In some neighborhood of a regular point of ''F'', there is a "flow box" ''&phi;'': ''U'' → '''R'''² which sends the leaves of ''F'' ..., the variation in ''y''-coordinate, measured locally in every chart, is a geometric quantity (i.e. independent of the chart) and permits the definition of a to ...

A different framework suggests that the Hering illusion (and several other geometric illusions) are caused by temporal delays with which the visual system must ...h a starfield). Importantly, the bowing direction is the same whether the flow moves inward or outward.<ref>{{cite journal |author=Vaughn DA, Eagleman DM ...

...action]] by the one-dimensional [[Lie group]] '''R''', having locally nice geometric properties.) These two singularities correspond to two ''points'', rather ...

In [[mathematical physics]], '''geometric quantization''' is a mathematical approach to defining a [[Quantum mechanic The modern theory of geometric quantization was developed by [[Bertram Kostant]] and [[Jean-Marie Souriau] ...

...ing]] support for [[rendering (computer graphics)|graphics rendering]] and geometric analysis, [[computer network]] distributed [[framebuffer]] support, scripti ...o offers a number of tools and utilities that are primarily concerned with geometric conversion, interrogation, image format conversion, and command-line-orient ...