Irregular vibrations in multi-mass discrete-continuous systems torsionally deformed

q-deformed pairing vibrations.

Boson creation operators constructed from linear combinations of qdeformed zero coupled nucleon pair operators acting on the nucleus (A,0), are used to derive pp-RPA equations. The solutions of these equations are the pairing vibrations in (A+2) nuclei. For the 01 and 0 + 2 states of the nucleus 208Pb, the variations of relative energies and transfer cross-sections for populating these states v...

Discrete Breathers in Deformed Graphene

Continuous Ratings in Discrete Bayesian Reputation Systems

Reputation systems take as input ratings from members in a community, and can produce measures of reputation, trustworthiness or reliability of entities in the same community. Binomial and multinomial Bayesian reputation systems are discrete in nature meaning that they normally take discrete ratings such as “average” or “good” as input. However, in many situations it is natural to provide input...

Discrete and Continuous Time in Physical Systems

We investigate the relationship between discrete and continuous time in dynamic physical systems. Employing the common-sense picture behind derivatives, differential equations are translated into discrete-time analogues. The properties of qualitative simulation in discrete time are discussed. It is flirthennore shown that discrete time can be embedded in continuous time in a natural way without...

Recent Advances in Discrete and Discrete- Continuous Modeling Systems

This chapter discusses the importance of discrete choice and discrete-continuous modeling methods in the cost-benefit evaluation of transportation infrastructure improvement and other related projects. Specifically, discrete choice and discrete-continuous methods constitute the backbone of travel demand models that are used to predict travel characteristics and usage of transportation services ...