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Related to algebraic number: Algebraic number field, Algebraic number theory

number

 [num´ber]
a symbol, as a figure or word, expressive of a certain value or a specified quantity determined by count.
atomic number (Z) a number expressive of the number of protons in an atomic nucleus, or the positive charge of the nucleus expressed in terms of the electronic charge.
Avogadro's number (N) (NA) the number of molecules in one mole of a substance: 6.023 × 1023. Called also Avogadro's constant.
CT number the density assigned to a voxel in a CAT scan on an arbitrary scale on which air has a density −1000; water, 0; and compact bone +1000. See also hounsfield unit.
mass number (A) the number of nucleons (protons plus neutrons) in the atom of a nuclide; generally indicated by a superscript preceding the symbol of a chemical element (e.g., 131I), denoting a specific isotope.
oxidation number a number assigned to each atom in a molecule or ion that represents the number of electrons theoretically gained (positive oxidation numbers) or lost (negative numbers) in converting the atom to the elemental form.

num·ber

(nŭm'bĕr),
1. A symbol expressive of a certain value or of a specific quantity determined by count.
2. The place of any unit in a series.

number

Drug slang
A regional term for marijuana cigarette (joint).

Vox populi
A symbol of a value.

number

Vox populi A symbol of a value. See Accession number, Burst number, CLIA number, Common account number, Copy number, ID number, Linkage number, Magic number, Mass number, Medicare Indentification number, IP number, MIM number, Primary accession number, Reynolds' number, Secondary accession number, Threshold number, UPIN number, Winding number, Writhe number.

num·ber

(nŭm'bĕr)
1. A symbol expressive of a certain value or of a specific quantity determined by count.
2. The place of any unit in a series.
[L. numero]

num·ber

(nŭm'bĕr)
1. A symbol expressive of a certain value or of a specific quantity determined by count.
2. The place of any unit in a series.
[L. numero]

Patient discussion about number

Q. what is a safe tumor marker number range?

A. depends on the marker...most of the markers are materials that found normally in our body. and there are a number of markers and their levels differentiate. what marker do you mean?

Q. What are the percentage of people dealing with breast cancer out of the number of people that are illness with cancer ? and what is the percentage of death cases out of sum of all cases of breast cases ? is there any difference between the amount of death cases from breast cancer and than the other kinds of cancer ?

A. here's a quote from the CDC site:
"Aside from non-melanoma skin cancer, breast cancer is the most common form of cancer in women. Breast cancer is the number one cause of cancer death in Hispanic women. It is the second most common cause of cancer death in white, black, Asian/Pacific Islander, and American Indian/Alaska Native women."

Q. i have heard that number of scientists found out in one of there researches that breasts Cancer is capable to just disappear with out a treatment , have any one read this article/research ? or maybe just heard about it ? because it is interesting why and how this result happens ...

A. hi pinkofdestiny - try also these links, i know and read a lot about the books of Phillip Day and recommend them to everybody. cancer can be healed and there are also ways to make with success prevention:

http://www.credencegroup.co.uk/Eclub/ses/sessearch.php?q=breast+cancer&pvdc=0

before a woman should loose her breast, she should make a therapy with vitamine B17 - the vitamin which can eliminate cancer in any form, but you should not know about it! it is terrible, but it is the way how politicians and industry-trust treat us.

More discussions about number
References in periodicals archive ?
If [[alpha].sub.1], [[alpha].sub.2], [[alpha].sub.3] are distinct algebraic numbers conjugate over Q then
Let K be an algebraic number field and O = [O.sub.K] the ring of integers in K.
Tate, Fourier analysis in number fields, and Hecke's zeta-functions, in Algebraic Number Theory (Proc.
Any non-vanishing linear combination of logarithms of algebraic numbers with algebraic coefficients is transcendental.
of Tokyo) explore similarities between algebraic number fields and algebraic function fields in one variable over finite fields, explain adele rings and idele groups, derive several prime number theorems, and prove the main theorem of class field theory.
The problems are in sections such as look at the exponent, a brief introduction to algebraic number theory, the Lagrange interpolation formula, at the border of analysis and number theory, and some special applications of polynomials.
Let p be an odd prime and k an algebraic number field of finite degree such that the p-rank of Cl(k) is equal to 2.
Faticoni (mathematics, Fordham U.) presents an extensive synthesis of recent work in the study of endomorphism rings and their modules, bringing together direct sum decompositions of modules, the class number of an algebraic number field, point set topological spaces, and classical noncommutative localization.
Artin works through the theory of valuation, local class field theory, the elements of algebraic number theory and the theory of algebraic function fields of one variable.
A Conversational Introduction to Algebraic Number Theory: Arithmetic Beyond Z
Since Reedei's account ([R]) was written in a rather classical and complicated manner, we give here a presentation by clarifying arguments using modern algebraic number theory.
Ono, An introduction to algebraic number theory, translated by the author from the second Japanese edition of Suron Josetsu, Plenum Press, New York, 1990.

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