 About 361,000 results  books.google.com TOWARDS QUANTUM e—ENTROPY AND VALIDITY OF QUANTUM
INFORMATION V. P. Belavkin Department of Mathematics University of
Nottingham Nottingham NG7 2RD, UK The Bayesian method in quantum signal
processing was ... 

 books.google.com 
 books.google.com Størmer, E.: Entropy of some automorphisms of the II1factor of the free group in
infinite number of generators. Invent. Math., 110, 63–73 (1992). 207. Størmer, E.:
Entropy of some inner automorphisms of the hyperfinite II1factor. Internat. 

 books.google.com Golodets, V. Ya. and Størmer, E. Entropy of C*dynamical systems defined by
bitstreams, Ergod. Th. & Dynam. Sys. 18 (1998), 859–874. Golodets, V. Ya. and
Størmer, E. Generators and comparison of entropies of automorphisms of finite
von ... 

 books.google.com eENTROPY of a set in a metric space  The logarithm to the base 2 of the
smallest number of points in an enet for this set. In other words, the eentropy 3%
.(C, X) of a set Clying in a metric space (X, p) is 3%.(C, X)  log2N.(C, X), where l
N.(C, ... 

 books.google.com If the smallest number of the convex sets needed to cover the set F is N (e), then
we call the dimension given by . ,_ .. log N (e) dc F = hm t— —  eM> log (1/e) the
capacity dimension (or the eentropy dimension) of the set F. These two fractal ... 

 books.google.com 1961  No preview 
 books.google.com The entropy of any infinite source equals infinity. We feel that an element of a
square carries more information then an element of a segment. However, their
entropies are equal. We are going next to introduce the concept of eentropy. 

 books.google.com The fact that the conditional measures on the elements of E are proportional to
the restrictions /I6i to these elements, together ... It follows from Lemma 5.2 that
there exists 6(e) > 0 such that if max(diamQ, diamP, t) < 6(e), then the eentropy
of V ... 

 books.google.com In other words, if one computes the information production rate as a function of e,
say h(e), then it will equal to hks for all e < eo. For a chaotic “flow”, with many
active degrees of freedom, this KolmogorovSinai entropy is infinite. In such a
case ... 

 