10 ENGLISH BOOKS RELATING TO «EPIMORPHIC»
Discover the use of
epimorphic in the following bibliographical selection. Books relating to
epimorphic and brief extracts from same to provide context of its use in English literature.
1
Sheaves in Geometry and Logic: A First Introduction to Topos ...
factor through Eu%v to give an epimorphic family of maps (here dotted) into Eu<v
: ! / (2) These three conditions are simply diagrammatic versions of the conditions
(i)-(iii) stated below Definition 6.2. For example, condition (iii) there states that ...
Saunders MacLane, Ieke Moerdijk,
1992
Now that general descriptions of the events and stages of regeneration have
been presented, we should consider the differences between true epimorphic
regeneration, as described for the salamanders, and tissue regeneration, which
might ...
Panagiotis A. Tsonis,
1996
3
Principles of Regenerative Biology
RELATION. BETWEEN. EPITHELIALIZATION. AND. EPIMORPHIC.
REGENERATION. One of the most perplexing ... the field of regeneration is the
relation between a wound epidermis and the initiation of an epimorphic
regenerative process.
(ii) An epimorphic image of a compact object is compact. (iii) A coproduct of
stable objects is stable. (iv) A subobject of a stable object is stable. Proof. (i)
Suppose X Ll Y is compact, and let {Zi —f'—> X} be an epimorphic family. Then
the family ...
5
Handbook of Categorical Algebra: Volume 3, Sheaf Theory
Since the xf are all in Rf(Xf), the bigger family of all morphisms F(y) with y G R _f(
Y), Y G 6 is a fortiori epimorphic. Thus F maps R f to an epimorphic family. Let us
write L for all the possible pullbacks along morphisms 6 (-, f) of subobjects R G I.
6
Generalised Algebraic Models
h.k(g) = fc(/) for some / : T —> nT} C C(T, T) is fc-epimorphic. So, for any element
g € RXo.h(T), consider now the composite x\.h.k(g) : fc(T) — > k(T) — > X — > k(
nT) in £. By the same reasoning, one can prove that the family RXl.h.k(g)(T) = {t :
T ...
7
Dynamical Systems, Ergodic Theory and Applications
A subgroup F of a real algebraic group H is said to be epimorphic in H if for every
algebraic representation of H over a vector space V, every vector in V which is
fixed by F is also fixed by H; given subgroups F and H of a real algebraic group L
...
L.A. Bunimovich, IAkov Grigor'evich Sinai,
2000
8
Lecture Notes on Topoi and Quasitopoi
(iv) If there is a term R of type A with all variables of R in L, then A is witnessed by
L. In particular, the type of every variable in L is witnessed by L. (v) A projection x
^ is epimorphic if and only if the type of every variable in M is witnessed by L.
9
Canadian Journal of Mathematics
(a) To every maximal subgroup S of G there exists a normal subgroup T ofGwithG
= STandSC\ T = (5 Pi T)T. (b) Every minimal normal subgroup M of an epimorphic
image of G possesses a Sylow subgroup S ^ 1 with a finite class S*' of ...
10
Noncommutative Structures in Mathematics and Physics
A Volichenko algebra h C g will be called epimorphic if po(h) = g^. Not every
Volichenko subalgebra is epimorphic: for example, the two extremes, Volichenko
algebras with the zero bracket and free Volichenko algebras, are not epimorphic,
...
S. Duplij, Julius Wess,
2001
2 NEWS ITEMS WHICH INCLUDE THE TERM «EPIMORPHIC»
Find out what the national and international press are talking about and how the term
epimorphic is used in the context of the following news items.
What's Jimmie Walker's favorite arthropod?
... the epimorphic phase after which the exoskeletal segment number was constant despite continued molting. The articulation state is based on ... «ScienceBlogs, Mar 13»
Don't mess with these mice
When salamanders and newts regenerate an entire limb — a process known as epimorphic regeneration — one of the first steps is the ... «Salon, Oct 12»