The coincidence effect is manifested by maximal sound transmission at angles at which trace wave number matching occurs. Coincidence effect theory is well-defined for unbounded thin plates using plane-wave excitation. However, experimental results for finite bars are known to diverge from theory near grazing angles. Prior experimental work has focused on pulse excitation. An experimental setup ...

To rapidly process biologically relevant stimuli, sensory systems have developed a broad variety of coding mechanisms like parallel processing and coincidence detection. Parallel processing (e.g., in the visual system), increases both computational capacity and processing speed by simultaneously coding different aspects of the same stimulus. Coincidence detection is an efficient way to integrat...

In any Bell test, loopholes can cause issues in the interpretation of the results, since an apparent violation of the inequality may not correspond to a violation of local realism. An important example is the coincidence-time loophole that arises when detector settings might influence the time when detection will occur. This effect can be observed in many experiments where measurement outcomes ...

We develop an exact simple random variate generator for the theta distribution, which occurs as the limit distribution of the height of nearly all models of uniform random trees. Even though the density is only known as an infinite sum of functions, our algorithm does not require any summation. The properties of the theta distribution with distribution function F(x)= ~ (1-2j2x2)e-J2x2 j~-(x3 oo...

Identifying the most likely sources for high-energy neutrino emission has been one of main topics in astrophysics ever since first observation neutrinos by IceCube Neutrino Observatory. Active galactic nuclei with relativistic jets, also known as blazars, have considered to be candidates because their ability accelerate particles high energies. We study connection between radio and events using...

The von Neumann entropy of pure quantum states and the min-cut function weighted hypergraphs are both symmetric submodular functions. In this article, we explain coincidence by proving that any hypergraph can be approximated (up to an overall rescaling) entropies known as stabilizer states. We do so constructing a novel ensemble random states, built from tensor networks, whose entanglement stru...

programs. 1 General coincidence summing problems and specific coincidence summing problems encountered when measuring these two radionuclides on filter papers were discussed in the last issue? In order to perform accurate measurements of 134CS and 60Co in liquid samples using Marinelli beakers, coincidence summing effects should be investigated. Liquid samples of 134Cs and 60Co were prepared in...

in this paper direct proofs of some common fixed point results for two and three mappings under weak contractive conditions are given. some of these results are improved by using different arguments of control functions. examples are presented showing that some generalizations cannot be obtained and also that our results are distinct from the existing ones.

in this paper, we establish an existence result of the solution for an generalized strong vector variational inequality already considered in the literature and as applications we obtain a new coincidence point theorem in hilbert spaces.