Field may refer to: Wikipedia does not have an article with this exact name. ... Wiktionary full URL is a sister project to Wikipedia intended to be a free wiki dictionary (thesaurus, lexicon therein) in every language. ... Image File history File links A Green field Taken by User:Fir0002 File history Legend: (cur) = this is the current file, (del) = delete this old version, (rev) = revert to this old version. ... Image File history File links A Green field Taken by User:Fir0002 File history Legend: (cur) = this is the current file, (del) = delete this old version, (rev) = revert to this old version. ...
A field is an open land area, used for growing agricultural crops.
You may also be looking for: A playing field is a field used for playing sports or games. ... In abstract algebra, a field is an algebraic structure in which the operations of addition, subtraction, multiplication and division (except division by zero) may be performed, and the same rules hold which are familiar from the arithmetic of ordinary numbers. ... In physics, a field is an assignment of a quantity to every point in space. ... --203. ... An example of fairly shallow depth of field In film and photography, the depth of field is the distance in front of and behind the subject which appears to be in focus. ... Field (1991) is a sculpture by British artist Anthony Gormley. ... In video, a field is one of the many still images which comprise a They are similar to frames, but they have half the vertical resolution and are displayed twice as fast. ... In heraldry the background of the shield is called the field . ... The design and description of flags typically uses specialised flag terminology with precise and technical meanings (a form of jargon). ... Field Gallery was founded in Portland, Ore in 2002. ... Portland millenial art renaissance 1995 - 2005 In the ten year period between 1995 and 2005, Portland, Oregon experienced a renaissance. ...
This is a disambiguation page — a navigational aid which lists pages that might otherwise share the same title. If an article link referred you here, you might want to go back and fix it to point directly to the intended page.
Categories: Disambiguation W.C. Fields W. C. Fields W. C. Fields (January 29, 1880 â December 25, 1946) was an American comedian and actor. ... John Charles Fields (May 14, 1863 - August 9, 1932) was a Canadian mathematician and the founder of the Fields Medal for outstanding achievement in mathematics. ... Field is a town (~300 people) located in the Kicking Horse River valley of southeastern British Columbia, Canada within the confines of Yoho National Park. ...
In abstract algebra, a field is an algebraic structure in which the operations of addition, subtraction, multiplication and division (except division by zero) may be performed, and the same rules hold which are familiar from the arithmetic of ordinary numbers.
Fields are important objects of study in algebra since they provide a useful generalization of many number systems, such as the rational numbers, real numbers, and complex numbers.
For a given field F, the set F(X) of rational functions in the variable X with coefficients in F is a field; this is defined as the set of quotients of polynomials with coefficients in F.
In mathematics, a local field is a special type of field which has the additional property that it is a complete metric space with respect to a discrete valuation.
There is some inconsistency in usage, but usually a local field is further assumed to be locally compact, and often the field of real numbers and the field of complex numbers are considered to be local as well by virtue of their local compactness.
A local field of characteristic p can always be realized as the field of Laurent series in one variable with coefficients in a finite field (also of characteristic p).
Share your thoughts, questions and commentary here
Want to know more? Search encyclopedia, statistics and forums:
Press Releases |
The Wikipedia article included on this page is licensed under the
Images may be subject to relevant owners' copyright.
All other elements are (c) copyright NationMaster.com 2003-5. All Rights Reserved.
Usage implies agreement with terms, 1022, m