«AUTOMORPHICALLY» 관련 영어 책
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1
Social Network Analysis: Methods and Applications
ing subsets of potentially automorphically (or isomorphically) equivalent nodes in
a graph is to use the insight that if two nodes are automorphically equivalent then
they are identical on all possible graph theoretic properties (though the ...
2
Algebraic Models for Social Networks
The relation AE on X defined by (x, y) eAE if and only if x and y are
automorphically equivalent is an equivalence relation on X, and it has been
argued to define a partition of nodes into classes possessing the same abstract
social “role” ...
3
Abelian Subalgebras of Von Neumann Algebras
We call E automorphically normal if T = 8 and automorphically thick if ' = f . We
remark that a non- automorphically-normal subfactor was constructed by Singer
in [26]. We are able to construct thick subalgebras which are automorphically ...
4
Disrupting Dark Networks
Automorphic Equivalence of Wasserman and Faust Network Actors 2 and 4 are
considered automorphically equivalent with one another because although they “
supervise” different employees, they supervise the same number of employees.
5
Group Theory, Combinatorics, and Computing:
In concern with this definition an algebra H ∈ Θ is called automorphically finitary
if there is only a finite number of Aut(H)-orbits in Hom(W(X),H) for every X. If H is
automorphically finitary, then H is LG-noetherian. Problem 2.26. 1. Describe ...
Robert Fitzgerald Morse, Daniela Nikolova-Popova, Sarah Witherspoon, 2014
6
Simple Algebras, Base Change, and the Advanced Theory of the ...
I/KB, T OK automorphic representations o/GL(n,AE), GL(nl, A.F) respectively, we
say that up is automorphically induced from .KB if their Hecke eigenvalues are
associated as in (i)-(iii) above. THEOREM 6.2.: Let E/F be a cyclic extension of ...
James Arthur, Laurent Clozel, 1989
7
Social Networks: Critical Concepts in Sociology
Unfortunately, they do not give any clear reasons or motivation for their definition.
On reading their work it seems likely that they were striving for a definition of
automorphic equivalence. It is true that if u and v are automorphically equivalent,
...
8
Corporate Social Capital and Liability
Automorphic equivalence identifies actors i and j are automorphically equivalent
if, after removing the 'names' of the actors from the nodes, nodes i and i are
impossible to distinguish. In the example, the sets of automorphically equivalent ...
Roger Th.A.J. Leenders, Shaul M. Gabbay, 1999
9
Extension and Refinement of Network Exchange Theory
Positions that are automorphically equivalent have identical connectivity.
Networks composed only of automorphically equivalent positions are called
equal power and all theories of network exchange predict equal resource
divisions for them ...
10
Generalized Blockmodeling
In Figure 6.1, e and / are automorphically equivalent; the set (b, d, g, h) forms an
automorphically equivalent cluster and (a, c, h, j) forms the other automorphically
equivalent cluster.6 A comparison of some equivalences. The following relation ...
Patrick Doreian, Vladimir Batagelj, Anuska Ferligoj, 2005
