10 ENGLISH BOOKS RELATING TO «NUMERABLY»
Discover the use of
numerably in the following bibliographical selection. Books relating to
numerably and brief extracts from same to provide context of its use in English literature.
There are only numerably many Turing machines, so there are only numerably
many binary languages that can be accepted by Turing machines. But all binary
languages (there are non-numerably many such languages) can be accepted by
...
2
Embeddings and Immersions
We say that two numerable r-structures are numerably homotopic if they are
connected by a numerable homotopy. Proposition 5.1. Let ST be the classifying
space and let co be its T- structure as defined in §5. Then (a) co is numerable, (b)
for a ...
3
Handbook of Philosophical Logic
... to a de- numerably infinite list of reals, then, although the concept of
denumerable infinity is not immediately threatened, there is no logical foundation
for the contradiction required by the reductio structure of Cantor's diagonalization
to show ...
Dov M. Gabbay, Franz Guenthner, 2004
4
Embeddings and Immersions
We say that two numerable F-structures are numerably homotopic if they are
connected by a numerable homotopy. PROPOSITION 5.1. Let BF be the
classifying space and let a) be its Fstructure as defined in §5. Then (a) a) is
numerable, ...
Masahisa Adachi and Kiki Hudson, 2012
5
Cahiers de Topologie Et Géométrie Différentielle Catégoriques
A space B will be said to be numerably contractible if it admits a numerable cover
V such that, for each V € V, the inclusion V — ▻ B is null homotopic. Such spaces
include CW-complexes, classifying spaces, locally contractable paracompact ...
Centre national de la recherche scientifique (France)., 1993
6
Transactions of the American Mathematical Society
... BY W. L. HART 1. Introduction. A point or vector £ = (xu xt, ..,*,, . . .) with the de-
numerably infinite number of real coordinates (*,) is said to lie in Hilbert space if
there exists for £ a convergent modulus M£ defined by the equation M£ = ...
American Mathematical Society, 1922
7
Groups of self-equivalences and related topics: proceedings ...
We recall the following concept: a space will be said to be numerably
conCractible if it admits a numberable cover X such that the inclusion map U □*
B is null homotopic for each U € X. Such spaces include CW-complexes , more
generally ...
8
Report in Favor of the Abolition of the Punishment of Death ...
... the promotion of which object it is desirable that as numerous petitions, as
numerably signed, as possible, should be addressed to the next Legislature.
New York, October 1st, 1841. REPORT ON THE SUBJECT OF CAPITAL
PUNISHMENT, ...
John Louis O'Sullivan, 1841
9
Pious Breathings. Being the Meditations of St. Augustine, ...
xvr. '-. 4. Of. the. Death. of. Clap-si;. - 'For'my Ovvn part do most humbly confesi,
thae I* the Benefits I have received from thee, my Lord and my God, are
unmeasurablyfgr'eat, are in-numerably many: So many and so 'grea*t,that I
shouldbe of ...
Saint Augustine (Bishop of Hippo), George STANHOPE (Dean of Canterbury.), 1714
10
Symmetry Rules: How Science and Nature Are Founded on Symmetry
8.1, of de- numerably or nondenumerably infinite orders). Let us recall that by '
equivalence subspace in state space' we mean the equivalence class of states
that are indistinguishable by the laws of nature, as explained in Sect. 11.2.
