EXPLOITING THE WAITING TIME PARADOX: APPLICATIONS OF THE SIZE-BIASING TRANSFORMATION
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Publication:3431057
DOI10.1017/S026996480606013XzbMath1119.60073OpenAlexW2137437561MaRDI QIDQ3431057
Publication date: 5 April 2007
Published in: Probability in the Engineering and Informational Sciences (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1017/s026996480606013x
Related Items (18)
Sharp bounds for exponential approximations under a hazard rate upper bound ⋮ Reliability Aspects of Discrete Equilibrium Distributions ⋮ ORDER STATISTICS FROM DEPENDENT, COMPLETELY MONOTONE DISTRIBUTIONS ⋮ Concentration inequalities from monotone couplings for graphs, walks, trees and branching processes ⋮ An operator property of the distribution of a nonhomogeneous Poisson process with applications ⋮ Sharp bounds for NBUE distributions ⋮ Estimating primate divergence times by using conditioned birth-and-death processes ⋮ Markov's inequality: Sharpness, renewal theory, finite samples, reliability theory ⋮ Probability inequalities for weighted distributions ⋮ ON A GENERALIZATION OF THE STATIONARY EXCESS OPERATOR ⋮ FROM BOUNDARY CROSSING OF NON-RANDOM FUNCTIONS TO BOUNDARY CROSSING OF STOCHASTIC PROCESSES ⋮ Degree asymptotics with rates for preferential attachment random graphs ⋮ Pólya urns with immigration at random times ⋮ Size bias for one and all ⋮ Inverting Khintchine's relationship and generating length biased data ⋮ Generalized gamma approximation with rates for urns, walks and trees ⋮ SIZE-BIASED TRANSFORM AND CONDITIONAL MEAN RISK SHARING, WITH APPLICATION TO P2P INSURANCE AND TONTINES ⋮ Size-Biased Risk Measures of Compound Sums
Cites Work
- Tree-valued Markov chains derived from Galton-Watson processes
- Size-biased and conditioned random splitting trees
- Change of measures for Markov chains and the \(L\log L\) theorem for branching processes
- Convergence of a sequence of transformations of distribution functions
- An inversion formula for Laplace transforms and semi-groups of linear operators
- The heaps process, libraries, and size-biased permutations
- Equivalence of two descriptions of the ages of alleles
- The xlogx condition for general branching processes
- On convergence and extensions of size-biased permutations
- Multivariate normal approximations by Stein's method and size bias couplings
- An operational calculus for probability distributions via Laplace transforms
- Random discrete distributions invariant under size-biased permutation
- A limit theorem for inter-record times
- The distribution of the frequencies of age-ordered alleles in a diffusion model
- Normal approximations by Stein's method
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