«HOMOEOMORPH» İLE İLİŞKİLİ İNGILIZCE KİTAPLAR
homoeomorph sözcüğünün kullanımını aşağıdaki kaynakça seçkisinde keşfedin.
homoeomorph ile ilişkili kitaplar ve İngilizce edebiyattaki kullanımı ile ilgili bağlam sağlaması için küçük metinler.
1
Elements of the Topology of Plane Sets of Points
It follows that the end-points are mapped either on themselves, in which case <f>
is "sense-preserving"; or on each other, and <j> is "sense- reversing". 6. The set |
£r | < 1 (all coordinates) in Uxo is the homoeomorph of the set | £r | ^ 1/r (all ...
2
Mapping Reality: An Evolutionary Realist Methodology for the ...
The main division is between those models whose subject is the same as the
source, homoeomorphs, and those whose subject and source are different,
paramorphs. A toy car is an example of a homoeomorph, as the subject of the toy
car is a ...
3
Modeling: Gateway to the Unknown : a Work
This model is a formal expression of the ethogenic, and could be treated as not
independent at all, but as a homoeomorph, ideal and abstract, of the ethogenic.
Its formal instructions would be related to the naturalistic rules of the ethogenic ...
Rom Harré, Daniel Rothbart, 2004
4
Classic Papers in Combinatorics
Any connected cubical network N of Zn. norles (n > 0) is A-equira-lent to a
homoeomorph of ya“. For first, if N, not being homoeomorphic to 7”“, contains a
simple closed curve K of k > 1 arcs, then N is A-equivalent to a cubical network Nl
...
Ira Gessel, Gian-Carlo Rota, 2010
5
The Use of Models in the Social Sciences
This model is a formal expression of the ethogenic, and could be treated as not
independent at all, but as a homoeomorph, ideal and abstract, of the ethogenic.
Its formal instructions would be related to the naturalistic rules of the ethogenic ...
6
The Chambers Dictionary
adj hom- oeornorph ic or homeomorph'ic of or relating to a homoeomorph; of two
geometrical figures, such that one can be converted into the other by distortion (
math). — n homoeomorph' ism or horneomorph ism. — adj homoeomorph ous or
...
The most universally applicable distinction is that between model as
homoeomorph, that is a simplified representation of a complex reality; and model
as paramorph, that is a simulacrum of an unknown entity standing in for the real
thing by its ...
Antony J. Chapman, Dylan M. Jones, 1980
8
Proceedings of the Cambridge Philosophical Society: ...
Any connected cubical network N of 2n nodes (n > 0) is A-equivalent to a
homoeomorph of yn+1. For first, if N, not being homoeomorphic to yn+1, contains
a simple closed curve K ofk>\ arcs, then N is A-equivalent to a cubical network Nt
...
9
Papers from the Geological Department, Glasgow University
It was first introduced by Buckman (1895, 456, 458) in a manner, as '
homoeomorph- ous' and 'homoeomorph', that suggests he was informally coining
or adapting a word merely in descriptive allusion to fossils whose similarities of
form were ...
University of Glasgow. Geological Dept, 1964
10
Dict Philos Terms Germ-Eng
... sys,mat) homöomorph • homoeomorph(ic) (mat) Homöopathieƒ• homeopathy (
nat) Allo- pathie Homöostase ƒ• homeostasis (sys) Gleich- gewichtszustand <
statisches Modell homophone Übersetzung ƒ • homophonic translation (Quine) (
Ian ...
