Search results

* The genus of a curve given by the transversal intersection of two smooth surfaces <math>S,T\subset\mathbb{P}^3</math>: let the degrees ...h> are a quadric and a cubic then the degree of the canonical sheaf of the intersection is 6, and so the genus of the interssection curve is 4.

* The [[intersection]] of transitive relations is transitive. That is, if ''R'' and ''S'' are t The '''transitive closure''' of a relation ''R'' may be defined as the intersection ''R''* of all transitive relations containing ''R'' (one always exists, nam

...]], [[Kontum]] and [[Thua Thien]], in central [[Vietnam]]. The area of its intersection with [[National Highway 19 (Vietnam)|National Highway 19]] was a key strate

In [[group theory]], the '''Frattini subgroup''' is the intersection of all maximal [[subgroup]]s of a group.

* A [[complete intersection]] of a quadric and a cubic hyper-surfaces in <math>\mathbb{P}^4</math> * A [[complete intersection]] of three quadric hypersurfaces in <math>\mathbb{P}^5</math>

While it is in a capital district, it is at the intersection of [[Punjab Province]] and the [[North-West Frontier Province]] (NWFP), in

...'''essential''' if whenever ''H'' is a non-trivial subgroup of ''G'', the intersection of ''S'' and ''H'' is non-trivial: here "non-trivial" means "containing an

* The [[empty set]] is the absorbing element for [[intersection]] of sets.

A '''great circle''' of a sphere is the intersection of the surface of the sphere with a plane passing through the center ''C'' A great circle cuts a sphere into two equal hemispheres. An intersection plane that does not pass through the center of the sphere cuts off a circle

* In [[set theory]], [[intersection]] and [[union]];

Its geographic description is: "that part of Toronto commencing at the intersection of the Humber River with Dundas Street West; thence southwesterly along sai

{{r|Intersection}}

{{r|Intersection}}

A local ring ''A'' is '''complete''' if the intersection <math>\bigcap_n m^n = \{0\}</math> and ''A'' is complete with respect to th

...ges of the triangle. The pedal triangle is defined by the three points of intersection. If the edges of the original triangle are produced, the definition makes

* Interior [[distributivity|distributes]] over finite [[intersection]]: <math>(A \cap B)^{\circ} = A^{\circ} \cap B^{\circ}</math>.

...linear combination]]s of that set: it may equivalently be defined as the [[intersection]] of all [[submodule]]s or [[subspace]]s containing the given set.

...hin the [[triangle]] and [[tangent]] to its three sides. It is the common intersection of the three angle bisectors, which form a [[Cevian line]] system. The '''

...of A are as the smallest [[closed set]] in ''X'' containing ''A'', or the intersection of all closed sets in ''X'' containing ''A''.

...). A developmental psychopathology model of childhood traumatic stress and intersection with anxiety disorders. ''Biological Psychiatry'', ''46'', 1542-1554.</ref>