- first-order
reducts of the
universal homogenous poset, all first-order
reducts of
homogenous undirected graphs, all first-order
reducts of all unary...
- theory, a
reduct of an
algebraic structure is
obtained by
omitting some of the
operations and
relations of that structure. The
opposite of "
reduct" is "expansion"...
-
abbreviations ISO 4 (alt) ·
Bluebook (alt) NLM (alt) ·
MathSciNet (alt ) ISO 4 Harm
Reduct. J.
Indexing CODEN (alt · alt2) ·
JSTOR (alt) · LCCN (alt) MIAR · NLM (alt) ·...
-
attributes which is
common to all
reducts is
called the core: the core is the set of
attributes which is
possessed by
every reduct, and
therefore consists of...
-
signature that
extends σ, such that K
consists of all σ-structures that are
reducts to σ of
models of T. In
other words, a
class K of σ-structures is pseudo-elementary...
- Ferraris's formulation, on the
other hand, is
based on
reducts,
although the
process of
constructing the
reduct that it uses
differs from the one
described above...
-
Bluebook (alt) NLM (alt) ·
MathSciNet (alt ) ISO 4 Int. J.
Disaster Risk
Reduct.
Indexing CODEN (alt) ·
JSTOR (alt) · LCCN (alt) MIAR · NLM (alt) · Scopus ·...
- In
mathematical logic, Craig's
interpolation theorem is a
result about the
relationship between different logical theories.
Roughly stated, the theorem...
- RED_{\mathbf {Cl} }(P)} . A
decision table may have more than one
reduct. The
intersection of all
reducts is
known as the core. On the
basis of the approximations...
-
homogeneous structure for a
finite relational language have
finitely many
reducts? Does
there exist an o-minimal
first order theory with a trans-exponential...
