10 BÜCHER, DIE MIT «HOMEOMORPHY» IM ZUSAMMENHANG STEHEN
Entdecke den Gebrauch von
homeomorphy in der folgenden bibliographischen Auswahl. Bücher, die mit
homeomorphy im Zusammenhang stehen und kurze Auszüge derselben, um seinen Gebrauch in der Literatur kontextbezogen darzustellen.
1
The Insolvability of the Problem of
Homeomorphy
The author considers the problem of homeomorphy to be the problem of searching for an algorithm which, for any two given polyhedrons, discerns whether or not they are homeomorphic.
A. Markov, FOREIGN TECHNOLOGY DIV WRIGHT-PATTERSON AFB OHIO., 1964
The homeomorphy type (and even the diffeomorphy type) of a smooth surface in
P3 is completely determined by the degree d\ and surfaces of different degrees
are distinguished by their second Betti numbers. For surfaces with isolated ...
Peter Orlik American Mathematical Society
3
Cephalopods Present and Past: New Insights and Fresh ...
This is probably the most valid argument against the use of cladistics, and we
agree that homeomorphy implies more complex cladistic reconstructions.
However, two points in favor of cladistics have to be noted. First, cases of
complete ...
Neil H. Landman, Richard Arnold Davis, Royal H. Mapes, 2007
4
Conodont Paleozoology: Ed.by Frank H.T. Rhodes,with ...
The evo-' Iution of the genera Patrognathus, Clydagnathus, Taphrognathus, and
Cavusgnathas is closely related and shows examples of homeomorphy. A
detailed study of the genus Gnathodus reveals the presence of populations with ...
Frank Harold Trevor Rhodes, 1973
5
Relation of Shell Form to Life Habits of the Bivalvia (Mollusca)
ADAPTIVE DIVERGENCE, CONVERGENCE, AND HOMEOMORPHY' As implied
in the previous sections, shell adaptations associated with various burrowing
modes of life transgress taxonomic boundaries. Adaptive divergence and ...
6
Semi-Infinite Programming
After the (technical) perturhation above, we have to bring in a topological idea: In
fact, we have to decide when the homeomorphy type of a lower level set changes
. Put Cka(f, h,g) = {xe M[h,g] \ a < f(x) < b}. The following can be shown: I. If Cka{f ...
Rembert Reemtsen, Jan-J. Rückmann, 1998
7
The cainozoic Globigerinida. Atlas
There is a close gross homeomorphy between crater Finlay and formosa Bolli as
well as between formosa and some representatives of the earlier velascoensis
gens. Similarly, the forms referred to the crater Finlay — caucasica Glaessner ...
8
Digital Geometry: Geometric Methods for Digital Picture Analysis
Homeomorphy. Let Φ be a mapping of a topologic space S1 into a topologic
space S2. Φ is called continuous iff, for any open subset M of S 2 , the set Φ−1(M)
= {p ∈ S1 : Φ(p) ∈ M} is open in S1. Definition 6.8 (H. Poincaré, 1895) A
mapping ...
Reinhard Klette, Azriel Rosenfeld, 2004
9
Fossils in Earth Sciences
FACTSHEET 9.3 Homeomorphy in Brachiopods Similarity in external
morphology (viz. shape, surface features) found in unrelated genera is called
homeomorphy. Example: Productorthis of Middle Ordovician; Order Orthida and
Dictyoclostus ...
10
A History of Algebraic and Differential Topology, 1900 - 1960
II, §2) holds for cell complexes of dimension ^ n, the condition for homeomorphy
of two such complexes K, K' would be the existence of two subdivisions K1; K, of
these complexes that would be isomorphic as combinatorial complexes, ...
