Numbertheory Numbertheory is the branch of pure mathematics concerned with the properties of number s in general ... investigated. See the list of numbertheory topics . The term arithmetic is also used to refer ..
Morton number (numbertheory)
In mathematical numbertheory and computer science , a Morton number is a single integer value constructed ... a single hash index from a pair or more of input numbers. In numbertheory, Morton numbers ..
Prime numbertheory
Prime numbertheory may refer to Prime number Prime number theorem Numbertheory disambig Long comment to avoid being listed on short pages ..
Probabilistic numbertheory
Probabilistic numbertheory is a subfield of numbertheory , which uses explicitly probability to answer questions of numbertheory. One basic idea underlying it is that different prime number s are, in some ..
Computational numbertheory
In mathematics , computational numbertheory , also known as algorithmic numbertheory , is the study of algorithm s for performing numbertheorynumber theoretic computation s. The best known problem ..
Multiplicative numbertheory
In mathematics , multiplicative numbertheory is a subfield of analytic numbertheory that deals with prime .... The Mathematics Subject Classification for multiplicative numbertheory is 11Nxx. Scope ..
NumberTheory Foundation
The NumberTheory Foundation NTF is a non profit organization based in the United States which supports research and conferences in the field of numbertheory . The NTF funds the Selfridge prize which ..
Order (numbertheory)
mergeto Multiplicative order Talk Multiplicative order Merge with Order numbertheory date April 2008 In numbertheory , the order of an element math a math math pmod n math is the smallest integer math ..
Additive numbertheory
In mathematics , additive numbertheory is a branch of numbertheory that studies ways to express an integer as the sum of integers in a set. Two classical problem in this area of numbertheory are the Goldbach ..
Journal of NumberTheory
314X The Journal of NumberTheory ISSN 0022 314X , often abbreviated J. NumberTheory or J. Num. Th ... in numbertheory . The journal was founded in 1969 by R.P. Bambah, P. Roquette, A. Ross, A. Woods, and Hans ..
Lagrange's theorem (numbertheory)
dablink This article is about Lagrange s theorem in numbertheory. For other theorems with the same name, see Lagrange s theorem . Lagrange s theorem , in the mathematics of numbertheory , states that If math ..
Unsolved Problems in NumberTheory
Unsolved Problems in NumberTheory may refer to Unsolved problems in mathematics in the field of number ... Problems in NumberTheory , by Daniel Shanks First edition, 1962 Second edition, 1978 Third ..
Algebra & NumberTheory
Algebra & NumberTheory ISSN 1937 0652 is a peer reviewed mathematics journal published by the nonprofit ... an alternative to the current range of commercial specialty journals in algebra and numbertheory ..
Analytic numbertheory
Cleanup date June 2008 Refimprove date September 2008 In mathematics , analytic numbertheory is a branch of numbertheory that uses methods from mathematical analysis to solve number theoretical problems ..
Abstract analytic numbertheory
Abstract analytic numbertheory is a branch of mathematics which takes the ideas and techniques of classical analytic numbertheory and applies them to a variety of different mathematical fields. The classical ..
List of numbertheory topics
This is a list of numbertheory topics , by Wikipedia page. See also List of recreational numbertheory ... inversion formula Sigma function Divisor function Liouville function Partition function numbertheory ..
Fundamental unit (numbertheory)
In algebraic numbertheory , a fundamental unit is a generator for the Torsion algebra torsion free unit group of the Algebraic integer ring of integers of a number field , when that group is infinite ..
Timeline of numbertheory
A timeline of numbertheory . Before 1000 BC ca. Upper Paleolithic 20,000 BC Nile Valley , Ishango Bone ..., including properties of highly composite number s, the partition function numbertheory partition ..
Algebraic numbertheory
In mathematics , algebraic numbertheory is a major branch of numbertheory which studies the algebraic ... is a basic problem in algebraic numbertheory. Class field theory accomplishes this goal when ..
Crossing number (knot theory)
In the mathematics mathematical area of knot theory , the crossing number of a knot mathematics knot is the minimal number of crossings of any diagram of the knot. It is a knot invariant . By way of example ..
Typographical NumberTheory
Typographical NumberTheory also known as TNT is a formal axiom atic system describing the natural numbers ... implementing the Peano axioms, Typographical NumberTheory is capable of referring to itself it is self ..
Modulus (algebraic numbertheory)
In mathematics , in the field of algebraic numbertheory , a modulus or an extended ideal is a formal ... number is divisible by the Class numbernumbertheory class number of K . References cite book author ..
Minimal prime (numbertheory)
for the term in commutative algebra Minimal prime commutative algebra In numbertheory , a minimal prime is a prime number for which there is no shorter subsequence of its digits in a given base that form ..
Effective results in numbertheory
in numbertheory have been scrutinised more than in other branches of mathematics to see if their content ... of computability reflects on and contrasts with the approach used in analytic numbertheory ..
Algorithmic NumberTheory Symposium
Deleted image removed Image antslogo.png right 250px Algorithmic NumberTheory Symposium ANTS is an academic ... the premier international forums for the presentation of new research in computational numbertheory ..