On the construction of stationary processes and random fields
We propose a new method to construct a stationary process and random field with a given decreasing covariance function and any one-dimensional marginal distribution. The result is a new class of stationary processes and random fields.
Lee Jeonghwa
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Functional Limit Theorem for the Empirical Process of a Class of Bernoulli Shifts with Long Memory
Paul Doukhan +3 more
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Exonerating Bernoulli? On evaluating the physical and biological processes affecting marine seepage meter measurements [PDF]
Jaye E. Cable +2 more
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How Far can Neural Correlations Reduce Uncertainty? Comparison of Information Transmission Rates for Markov and Bernoulli Processes [PDF]
Agnieszka Pręgowska +2 more
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Bayesian Beta-Bernoulli Process Sparse Coding with Deep Neural Networks [PDF]
Arunesh Mittal +3 more
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Modular quantum-to-quantum Bernoulli factory in an integrated photonic processor [PDF]
Francesco Hoch +11 more
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Impact of Neuron Models on Spiking Neural Network Performance: A Complexity-based Classification Approach. [PDF]
Rudnicka Z, Szczepanski J, Pregowska A.
europepmc +1 more source
Stochastic Processes with Retrial Queue and Orbital Search Under Modified Bernoulli Vacation
J Bharathi, S. Aasha Nandhini
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Multiple model trajectory poisson multi-bernoulli mixtures filter for tracking multiple maneuvering objects. [PDF]
Salim I, Okasha N, Barbary M, Anis W.
europepmc +1 more source

