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We propose an analytical solution to the on off problem within the framework of Bayesian statistics.
Considering the track as a periodic structure, the classical properties and methods associated with one-dimensional periodic structures are recalled, then applied to the problem within the framework of the Euler-Bernouilli and Timoshenko beam theories.
In order to model the problem within the framework of the credibility optimization, three types of new defuzzification criteria, i.e., optimistic value criterion, pessimistic value criterion and expected value criterion, are proposed for type-2 fuzzy variables.
This approach involves a modification of traditional mathematical programming methods and is associated with formulating and solving one and the same problem within the framework of mutually interrelated models.
It consists in formulating and solving one and the same problem within the framework of mutually related models with constructing equivalent analogs with fuzzy coefficients in objective functions alone.
We provide a solution to this problem within the framework of Dynamic Field Theory by proposing an architecture in which dynamic neural networks create stable states at each stage of a sequence.
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Wozzeck perhaps the most frequently performed theatrical work in the atonal idiom represents Berg's first attempt to deal with social problems within the framework of opera.
But in the short and medium run, as we try to solve increasingly global problems within the framework of nation-states created in the 19th and 20th centuries, the risks are great.
In the present study, we derive general solutions for three basic two-dimensional (2D) plane-strain contact problems within the framework of the generalized continuum theory of couple-stress elasticity.
We present an out-of-core filter-diagonalization method which can be used to solve very large electronic structure problems within the framework of the one-electron pseudopotential-based methods.
After a comprehensive literature review and a concise introduction to the standard three-dimensional BFEM formulation for the static analysis of general unbounded structures, we demonstrate the application of the BFEM for the computation of the orders and modes of two-dimensional and three-dimensional stress singularities for several classes of problems within the framework of linear elasticity.
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