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==== Intersection ==== The intersection of X and Y, written X∩Y, contains all the elements that are common to b

It can be constructed by taking the intersection of such sets: with the intersection of its elements:

...h to complete one revolution with respect to the framework provided by the intersection of the ecliptic (the plane of the orbit of the Earth) and the plane of the

| title = The New Curriculum In Mathematics For Biologists. Intersection Of Mathematics And Biology.

* W. Fulton ''Intersection Theory'' ISBN 0387985492 Chapters 15 and 18 (sheaf theoretic approach and g

A clash, in 1938, at Lake Khasan, 70 miles southwest of Vladivostok at the intersection of the Manchukuoan, Korean and Soviet borders, left the Soviets controlling

...h to complete one revolution with respect to the framework provided by the intersection of the ecliptic (the plane of the orbit of the Earth) and the plane of the

...on of two rivers, the [[Limpopo River]], and the [[Luvuvhu river]]. Their intersection at Crook’s Corner creates a triangle of land that forms a border between

The general equilibrium is given by the intersection of ''IS'' and ''LM''. The level of income and the interest rate can diverge

...eking Union Medical College and retrain missionaries there. Working at the intersection of philanthropy, imperialism, big business, religion, and science, the Chin

...canonical image of <math>C</math> and where the Weierstrass points are the intersection points of <math>\mbox{Nulls}(Q)\cap \mbox{Nulls}(F)</math>. Then it can be

...ulptor)]]'s Walt Whitman statue in Philadelphia at 3100 S Broad St and the intersection with I-76, entrance to [[Walt Whitman Bridge]]. The monument field is surr

A [[break of gauge]] is the intersection of railway networks with different gauges. Different mechanisms are used t

and hence the points on their intersection (a line: the axis of rotation) are invariant under both the reflections,

...en its origin". A straight line in the affine space is, by definition, its intersection with a two-dimensional linear subspace (plane through the origin) of the <m Every point of the affine space is its intersection with a one-dimensional linear subspace (line through the origin) of the <ma

...a [[countably infinite]] collection of measurable sets, then the union and intersection of all of them is a measurable set. For our purposes, this means that yes/n

...bridge over the Keating Channel. A minor diversion will be created at the intersection of Cherry and Polson Streets starting in Spring 2020, ending in Winter 2021

...ts. For example, a matrix can list binary values (or even scores) for the intersection of every concept and every question. Then, conditional probability values

* In 1975, years after the intersection became the centre of Toronto's main Chinatown, it became the ''"Golden Harv

...h 1/3^''N'' from each of the 2^''N''-1 intervals. The intersection of all the intermediate steps is the mid-third Cantor set. Obviously this