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Methodology And Computing In Applied Probability, 2001
Perpetuity is the random variable \(Y=1+W_1+W_1W_2+W_1W_2W_3+\dots\), where \(W_i\) are independent nonnegative identically distributed random variables with the mean value less than one for all \(i\). It occurs in many fields (financial mathematics, hydrology, insurance and Hoare's selection algorithm).
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Perpetuity is the random variable \(Y=1+W_1+W_1W_2+W_1W_2W_3+\dots\), where \(W_i\) are independent nonnegative identically distributed random variables with the mean value less than one for all \(i\). It occurs in many fields (financial mathematics, hydrology, insurance and Hoare's selection algorithm).
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Microscopic Simulations of Electrochemical Double-Layer Capacitors
Chemical Reviews, 2022Guillaume Jeanmairet +2 more
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Improving the Accuracy of Atomistic Simulations of the Electrochemical Interface
Chemical Reviews, 2022Ravishankar Sundararaman +1 more
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Proceeding of the 2001 Winter Simulation Conference (Cat. No.01CH37304), 2001
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Machine-learned potentials for next-generation matter simulations
Nature Materials, 2021Pascal Friederich +2 more
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Progress in CFD Simulations of Fluidized Beds for Chemical and Energy Process Engineering
Progress in Energy and Combustion Science, 2022Falah Alobaid +2 more
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