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...ntegral geometry]], [[linear programming]], [[probability theory]], [[game theory]], etc. *asymptotic theory of convex bodies ...

...ath>\pi_1(X, x)</math> on <math>F</math>, and that the [[stabilizer (group theory)|stabilizer]] of <math>\tilde{x}</math> is exactly <math>p_*\left(\pi_1\lef ==Topological and geometric aspects== ...

...of ''C''¹ [[vector field]]s on '''R'''^''n'' that are transversal to the boundary of ''G'' and are inward oriented. This space is endowed wit ...ability of ''C''¹ vector fields on the unit disk ''D'' that are transversal to the boundary and on the [[two-sphere]] ''S''² have been deter ...

...m''' is a basic result in [[discrete geometry]] on the [[Intersection (set theory)|intersection]] of [[convex set]]s. It was discovered by [[Eduard Helly]] i If, for ''every'' choice of a ''transversal'' – one set from every collection – there is a point in common to all the c ...

{{Group theory sidebar |Basics}} .... [[Linear algebraic group]]s and [[Lie group]]s are two branches of group theory that have experienced advances and have become subject areas in their own r ...

* <math>\vec{E}</math>: [[vector (geometric)|Vector]] of the [[electric field]]. * <math>\vec{H}</math>: [[vector (geometric)|Vector]] of the [[magnetic field]]. ...

The concept is motivated by its geometric meaning. A point <math>x</math> on an [[algebraic variety]] <math>X</math> ...egular if and only if the intersection is a [[Transversality (mathematics)|transversal intersection]]. ...

==Geometric construction with spreads (Bruck/Bose)== ...in the projective space <math>PG(2n-1,q)</math> to create a spread in the geometric sense. ...

...rchive-url=https://web.archive.org/web/20110409144253/http://diestel-graph-theory.com/|url-status=live}}</ref><ref>{{citation | title = Chromatic Graph Theory ...

* The geometric realization of <math>K^{*2}_{\Delta}</math> is homeomorphic to the sphere The Radon point of any four points in the plane is their [[geometric median]], the point that minimizes the sum of distances to the other points ...

...play an important role in [[number theory]], algebra, and [[representation theory]]. ...inates in the [[Intersection homology#Perversities|intersection homology]] theory,<ref>[https://mathoverflow.net/q/29970 What is the etymology of the term "p ...

In [[Computational complexity theory|computational complexity]], problems that are in the [[complexity class]] [ ...complexity of satisfiability problems | title=Proc. 10th Ann. ACM Symp. on Theory of Computing | pages=216&ndash;226 | year=1978 |mr= 521057}}</ref> Some pr ...

In [[mathematics]], specifically [[group theory]], a [[subgroup]] {{mvar|H}} of a [[group (mathematics)|group]] {{mvar|G}} ...oups; for example, they play a central role in [[Lagrange's theorem (group theory)|Lagrange's theorem]] that states that for any [[finite group]] {{mvar|G}}, ...

[[Category:Geometric transversal theory]] ...

...cept of [[field extension]]s, a topic now typically combined with [[Galois theory]]. However, Wantzel published these results earlier than [[Évariste Galois] ...the root of a [[cubic polynomial]]. This equivalence reduces the original geometric problem to a purely algebraic problem. ...

...f [[partially ordered set]]s, a finite simple matroid is equivalent to a [[geometric lattice]]. ...pology]], [[combinatorial optimization]], [[network theory]], and [[coding theory]].<ref name=Neel2009>{{harvp|Neel|Neudauer|2009}}</ref><ref name=Kashyap200 ...

...ly consider situations where it depends on a magnetic field directly (e.g. geometric magnetoresistance and multiband magnetoresistance) and those where it does ...°}}, respectively. Associated with longitudinal resistivity, there is also transversal resistivity dubbed (somewhat confusingly{{efn|name=note1}}) the planar Hall ...

* [[Choquet theory]] [[Category:Geometric transversal theory]] ...

...s, the positions containing one symbol in the first square correspond to a transversal in the second square (and vice versa). ...org/core/books/design-theory/0DED6E91AC297F825256C649C76D87F8|title=Design Theory by Thomas Beth|last1=Lenz|first1=H.|last2=Jungnickel|first2=D.|date=Novembe ...

...r= Elsevier |access-date=20 April 2010}}</ref> Together, the principles of geometric and solid modeling form the foundation of 3D-[[computer-aided design]], and ...modeling systems, in the sense that any computer model should support all geometric queries that may be asked of its corresponding physical object. The require ...