«COKERA»に関連するマレー語の本
以下の図書目録から
cokeraの使いかたを見つけましょう。
cokeraに関する本とマレー語文献で使われた文脈を提供するための簡単な抜粋文。
1
Linear Time-Varying Systems: Algebraic-Analytic Approach
(i) R and R' are equivalent fDefinition\28U\fi)): (ii) cokerA (*R) — cokerA (*R')l (Hi) hsrw (R*) — kerw (R'*)- Proof, (i)o(ii): By Proposition 1841] cokerA (*R) — cokerA {'R') if, and only if cokerA (*T') = 0, i.e., T" is left-invertible. Since T' is square, ...
Henri Bourlès, Bogdan Marinescu, 2011
2
Encyclopaedia of Mathematics: C An updated and ...
Conversely, if w=cokera and & is an isomorphism, then v =v& is a cokernel of a. Thus, all cokernels of a morphism a form a quotient object of B, which is denoted by Cokera. If v=cokera, then v is a normal epimorphism. The converse need not ...
3
Encyclopaedia of Mathematics: A-Integral — Coordinates
If y=cokera and y =coker a then v =vč for a unique isomorphism $. Conversely, if w=cokera and ; is an isomorphism, then v = vé is a cokernel of a. Thus, all cokernels of a morphism a form a quotient object of B, which is denoted by Cokera.
4
Abelian Groups, Rings, Modules, and Homological Algebra
Since Cokera” is isomorphic to a submodule of Ext' (C, U), Homr (Cokera', E) = 0 and (Cokera")* = 0. Then by Lemma 17.4.2, we have that gradeU Cokera' > 2 and Ext' (Cokera”, U) = 0. It follows sk:k Oy easily that 0 – A* + B* £. C” is exact.
Pat Goeters, Overtoun M.G. Jenda, 2006
5
Encyclopaedia of Mathematics (set) - Halaman 703
If v = cokera and v— cokera then v =v£ for a unique isomorphism |. Conversely, if v— coiner a and £ is an isomorphism, then v' =v£ is a cokernel of a. Thus, all cokernels of a morphism a form a quotient object of B, which is denoted by Cokera.
6
A First Course of Homological Algebra - Halaman 59
It follows from this and the last paragraph, that if A' ->A and B->B' are isomorphisms, then Coker a Coker a' and Coker/?-> Coker yff' are isomorphisms as well. For each A in VA let us construct an exact sequence 0->A1->P->A->0 (3.2.19) with ...
7
The Riemann Legacy: Riemannian Ideas in Mathematics ...
We prove that coker A is of finite dimension. (H/(A(H)))' > ker A' = ker(1 – K'). Therefore, by 1., H/A(H) is of finite dimension = H/A(H) is of finite dimension. DEFINITION. If A € F(H1, H2), then dim ker A – dim coker A is called the index of A ...
8
C.: I.M. HOMOLOGY - Halaman 256
Finally, an equivalence a is both monic and epic, so that ker a = 0 = coker a. Conversely, if kera = 0 = cokera, then 1 6 ker 0 = ker (coker a) = im a by (2.5), so im a is equivalent to 1 , hence an equivalence. Dually, coim a is an equivalence, and ...
Saunders Mac Lane, Saunders MacLane, 1995
9
Algebra, Geometry and Their Interactions: International ... - Halaman 153
a graded algebra, then coker a contains all obstructions of deforming B — A as graded algebras by a result of the unpublished thesis of the first author (cf. [22], (1.9) for a closely related result). By Remark 3.5, coker a' C coker a contains all ...
Alberto Corso, Juan Carlos Migliore, Claudia Polini, 2007
10
Valuing The Environment
This book is the proceeding of workshop held at Ludgrove Hall, Middlesex Polytechnic's flood Hazard Research Centre in May 1990. The proceeding consists several papers by economists and Ecologists working in the field of coastal management.
Annabel Coker, A. and Richards, 1992
