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Ergodic theory
Known as:
Ergodic transformation
, Von Neumann mean ergodic theorem
, Ergodic flow
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Ergodic theory (Ancient Greek: ergon work, hodos way) is a branch of mathematics that studies dynamical systems with an invariant measure and related…
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Related topics
Related topics
44 relations
Arithmetic combinatorics
Artin billiard
Asymptotic equipartition property
Chaos theory
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2008
2008
Capacity Analysis for OFDM Systems with Transceiver I/Q Imbalance
Stefan Krone
,
Gerhard Fettweis
IEEE GLOBECOM - IEEE Global Telecommunications…
2008
Corpus ID: 13087689
OFDM systems have gained utmost importance for wireless communications requiring ever higher data rates. The maximum data rate…
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2007
2007
A Priddy-type Koszulness criterion for non-locally finite algebras
Maurizio Brunetti
,
A. Ciampella
2007
Corpus ID: 55521468
A celebrated result by S. Priddy states the Koszulness of any locally finite homogeneous PBW-algebra, i.e. a homogeneous graded…
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2007
2007
Optimal OFDMA Subcarrier, Rate, and Power Allocation for Ergodic Rates Maximization with Imperfect Channel Knowledge
I. Wong
,
B. Evans
IEEE International Conference on Acoustics…
2007
Corpus ID: 16535883
Previous research efforts on OFDMA resource allocation have typically assumed the availability of perfect channel state…
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2004
2004
Delay-limited throughput maximization for fading channels using rate and power control
N. Ahmed
,
Mohammad Ali Khojestapour
,
Richard Baraniuk
IEEE Global Telecommunications Conference…
2004
Corpus ID: 2002955
The fading channels seen in many wireless systems provide a particularly hostile environment for reliable communication. Current…
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2000
2000
Radio resource sharing in a GSM/GPRS network
R. Litjens
,
R. Boucherie
2000
Corpus ID: 61092521
An extensive performance evaluation is presented for a segregated and a hybrid radio resource sharing scheme in an integrated GSM…
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1999
1999
Random and deterministic perturbation of a class of skew-product systems
D. Broomhead
,
D. Hadjiloucas
,
M. Nicol
1999
Corpus ID: 16432974
This paper is concerned with the stability properties of skew-products T (,i>x , y ) = ( f ( x ), g ( x , y )) in which ( f , X…
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1998
1998
Monte Carlo Study of Polymer Systems by Multiple Markov Chain Method
E. Orlandini
1998
Corpus ID: 118698448
In a wide range of statistical problems with strong interactions, standard Metropolis sampling methods tend to fail because of…
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1993
1993
Reducing the Variance of Sojourn times in Queueing Networks with Overtaking
M. Mittler
,
N. Gerlich
1993
Corpus ID: 10069547
In a queueing network with overtaking, the probabilistic eeects entailed by a customer propagate in such a manner that the…
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1986
1986
Response of Aging Linear Systems to Ergodic Random Input
Z. P. Bažant
1986
Corpus ID: 122012561
Response of an aging linear system exposed from a certain age t0 to ergodic random input is analyzed. It is shown that the…
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1982
1982
Sojourn Times in Queueing Networks
B. Melamed
Mathematics of Operations Research
1982
Corpus ID: 207235544
We consider a queueing network with types of customers. Poisson arrivals, type dependent routing and state dependent service. A…
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