...x \in \partial X$ can be transformed by means of an element of $I$ into an interior point of $x$ or into a pseudo-concave point of the boundary $\partial X$.
...i-simple Lie group with Lie algebra $8$. Identify the universal enveloping algebra $U _ { G }$ of $8$ with the right-invariant differential operators $D ( G )
17 KB (2,528 words) - 13:36, 17 October 2019
with an interior point in $ B $
...in the theory of locally convex spaces is played by methods of homological algebra connected with the study of the category of locally convex spaces and their
18 KB (2,674 words) - 22:17, 5 June 2020
.... Soviet Math.'' , '''14''' (1980) pp. 1363–1407 ''Itogi Nauk. i Tekhn. Algebra Topol. Geom.'' , '''15''' (1977) pp. 93–171</TD></TR>
c) A strongly pseudo-convex domain can be written as the interior of the intersection of a properly decreasing family of strongly pseudo-conv
19 KB (2,892 words) - 07:31, 11 May 2024
and its closure is contained in the interior of the subspace $ A $,
...rticular, it is possibly to give a new proof of the fundamental theorem of algebra.
23 KB (3,393 words) - 08:51, 25 April 2022
...formally equivalent either to the Riemann sphere, the complex plane or the interior of the unit disc. In the first case the algebraic function is a rational, i
...align="top">[1]</TD> <TD valign="top"> O. Zariski, P. Samuel, "Commutative algebra" , '''1''' , Springer (1975) {{MR|0389876}} {{MR|0384768}} {{ZBL|0313.13001
20 KB (3,036 words) - 07:17, 15 June 2022
...generalizations and translation of geometric concepts into the language of algebra are incorporated, is the system of axioms proposed by H. Weyl (1916). One o
...replaced by calculations after having been translated into the language of algebra.
25 KB (3,631 words) - 19:39, 5 June 2020
...e length. In this way, the completeness of the surface in the sense of its interior metric is guaranteed. This example shows that an intrinsically-complete sur
is the interior domain of an horocycle in the Lobachevskii plane. The universal covering $
48 KB (7,189 words) - 08:02, 6 June 2020
...ds of the theory of functions of a complex variable on the one hand and of algebra and algebraic geometry on the other hand is characteristic of the whole per
are called interior and the other points, that are mapped to the points of the segment
34 KB (4,972 words) - 13:13, 6 January 2022
...s it to the second component. After this it is necessary to remove all the interior points of the tape as well as the boundary points at which the gluing has t
...with which it is easier to work (e.g. they can be described by commutative algebra) and which at the same time provide enough information. The most important
37 KB (5,595 words) - 17:15, 18 May 2024
is the distance between two points in the interior of the oval, then
...try" ''Progress in Math.'' , '''12''' (1972) pp. 173–214 ''Itogi Nauk. Algebra. Topol. Geom. 1968'' (1970) pp. 157–191</TD></TR></table>
28 KB (4,292 words) - 08:45, 1 July 2022
* [[Interior algebra]] (created by [[User:Acitkin]] in April; still no content.) --[[User:Boris
...[[Banach space]], [[Commutative Banach algebra]], [[C*-algebra]], [[Group algebra]]. I see that this is done by an emacs script, but unfortunately I've not
44 KB (6,665 words) - 07:24, 8 April 2023
...'J. Soviet Math.'' , '''2''' : 3 (1974) pp. 264–303 ''Itogi Nauk. i Tekhn. Algebra. Topol. Geom.'' , '''10''' (1972) pp. 47–112 {{MR|}} {{ZBL|1068.14059}} <
...closed sets" , ''General topology and its relations to modern analysis and algebra (Proc. Symp. Prague)'' , Acad. Press (1961) pp. 123–132 {{MR|}} {{ZBL|}}
64 KB (9,418 words) - 12:44, 8 February 2020
...'J. Soviet Math.'' , '''2''' : 3 (1974) pp. 264–303 ''Itogi Nauk. i Tekhn. Algebra. Topol. Geom.'' , '''10''' (1972) pp. 47–112 {{MR|}} {{ZBL|1068.14059}} <
...closed sets" , ''General topology and its relations to modern analysis and algebra (Proc. Symp. Prague)'' , Acad. Press (1961) pp. 123–132 {{MR|}} {{ZBL|}}
63 KB (9,502 words) - 13:36, 17 October 2019
+ [[Algebra]]
+ [[Algebra, fundamental theorem of]]
229 KB (35,434 words) - 19:24, 5 October 2023