The concept of duality in stochastic binary systems is here introduced. As corollary, the computational complexity of combinatorial problems from stochastic ...
Section V summarizes the latest results on approximation methods for reliability evaluation for stochastic binary systems, and negative results based on duality ...
The concept of duality in stochastic binary systems is here introduced, and the computational complexity of combinatorial problems from stochastically ...
In this chapter we discuss basic mathematical properties of convex stochastic programming models. We develop expressions for the subdifferentials of the ...
Apr 5, 2013 · As our basic example we consider f-duality for functions f arising from translation- invariant partial orders, or more generally, from ...
When the system has nonoverlapping minimal path sets, i.e. the minimal path sets have no components in coimnon, N is DSR, which implies. 3 that P( ...
[PDF] Stochastic duality and quantum Knizhnik-Zamolodchikov - MATRIX
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Jul 3, 2017 · Dualities between many- and few-body systems allows for the exact calculation of ... Let ν be a binary string and associate to it the monomial.
Mar 19, 2014 · A two processes having a strong duality property, where this held for all h in some broad class of test functions.
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The study of complex systems is at present one of the most relevant research areas in Computer Science and Engineering. In this paper, we focus our ...
Using convex duality, we propose randomized Dykstra-style algorithms based on randomized dual coordinate ascent. For non-accelerated coordinate descent, we.