This page is a copy of the article [[Algebraic surface]] in order to test [[User:Maximilian_Janisc
...makes the theory of algebraic surfaces one of the most interesting fields of algebraic geometry.
26 KB (3,776 words) - 13:43, 17 October 2019
$#A+1 = 79 n = 0
of an algebraic or Kähler variety $ X $
6 KB (967 words) - 08:26, 6 June 2020
...an examination of the properties of [[prime numbers]] (the building blocks of integers) as well
...t of integers (such as [[rational numbers]]) or defined as generalisations of the integers (such as, for example, [[algebraic integers]]).
27 KB (4,334 words) - 14:37, 13 December 2011
$#A+1 = 88 n = 2
...ielded elegant and conclusive results, but resulted in a mutual enrichment of the two topics [[#References|[3]]].
24 KB (3,602 words) - 11:48, 26 March 2023
The branch of mathematics dealing with geometric objects connected with commutative rings
...for the formulation of such proofs in their most obvious and most general form.
29 KB (4,414 words) - 17:20, 17 December 2019
This page is a copy of the article [[Algebraic geometry]] in order to test [[User:Maximilian_Janis
The branch of mathematics dealing with geometric objects connected with commutative rings
30 KB (4,506 words) - 13:36, 17 October 2019
$#A+1 = 66 n = 1
...ther with the language of [[Harmonic analysis|harmonic analysis]], provide a very powerful tool in many applications, particularly communication science
12 KB (1,769 words) - 08:31, 26 March 2023
Within the [[history of mathematics]], the '''history of number theory''' is dedicated to the
origins and subsequent developments of [[number theory]] (called, in some historical and current contexts, ''(high
35 KB (5,541 words) - 14:27, 13 December 2011
...uced in [[#References|[a1]]] have their origins in physics in earlier work of N. Seiberg and E. Witten [[#References|[a2]]], [[#References|[a3]]].
One of the advances provided by the Seiberg–Witten equations concerns Donaldson
16 KB (2,663 words) - 10:57, 13 February 2024
$#A+1 = 144 n = 7
...|conformal mapping]]. A numerical characterization of the distortion under a mapping $ f : D \rightarrow D ^ \prime $
28 KB (3,937 words) - 14:54, 7 June 2020
...s is also called a height. From the point of view of estimating the number of rational points there are no essential differences between the functions in
Fundamental properties of the height. The function $h_L(P)$ is functorial with respect to $P$, i.e. f
34 KB (5,423 words) - 21:05, 10 February 2021
This page is a copy of the article [[Singular point]] in order to test [[User:Maximilian_Janisch/l
...nuation|analytic continuation]] of an element of the function $f ( z )$ of a complex variable $8$ along any curve in the $8$-plane.
66 KB (9,934 words) - 13:44, 17 October 2019
A singular point of an analytic function $ f(z) $
...tacle to the [[Analytic continuation|analytic continuation]] of an element of the function $ f(z) $
66 KB (9,825 words) - 01:45, 23 June 2022