selected publications

• book

  • Markov Chains 2018

• chapter

  • (f, r)-Recurrence and Regularity.  Springer series in operations research/Springer series in operations research and financial engineering. 361-383. 2018
  • Atomic Chains.  Springer series in operations research/Springer series in operations research and financial engineering. 119-144. 2018
  • Central Limit Theorems.  Springer series in operations research/Springer series in operations research and financial engineering. 489-522. 2018
  • Concentration Inequalities.  Springer series in operations research/Springer series in operations research and financial engineering. 575-601. 2018
  • Convergence in the Wasserstein Distance.  Springer series in operations research/Springer series in operations research and financial engineering. 455-488. 2018
  • Convergence of Atomic Markov Chains.  Springer series in operations research/Springer series in operations research and financial engineering. 165-189. 2018
  • Coupling for Irreducible Kernels.  Springer series in operations research/Springer series in operations research and financial engineering. 421-452. 2018
  • Ergodic Theory for Markov Chains.  Springer series in operations research/Springer series in operations research and financial engineering. 97-115. 2018
  • Examples of Markov Chains.  Springer series in operations research/Springer series in operations research and financial engineering. 27-52. 2018
  • Feller and T-Kernels.  Springer series in operations research/Springer series in operations research and financial engineering. 265-286. 2018
  • Geometric Rates of Convergence.  Springer series in operations research/Springer series in operations research and financial engineering. 339-359. 2018
  • Geometric Recurrence and Regularity.  Springer series in operations research/Springer series in operations research and financial engineering. 313-337. 2018
  • Markov Chains on a Discrete State Space.  Springer series in operations research/Springer series in operations research and financial engineering. 145-164. 2018
  • Markov Chains: Basic Definitions.  Springer series in operations research/Springer series in operations research and financial engineering. 3-25. 2018
  • Martingales, Harmonic Functions and Poisson–Dirichlet Problems.  Springer series in operations research/Springer series in operations research and financial engineering. 75-96. 2018
  • Rates of Convergence for Atomic Markov Chains.  Springer series in operations research/Springer series in operations research and financial engineering. 289-312. 2018
  • Small Sets, Irreducibility, and Aperiodicity.  Springer series in operations research/Springer series in operations research and financial engineering. 191-220. 2018
  • Spectral Theory.  Springer series in operations research/Springer series in operations research and financial engineering. 523-574. 2018
  • Splitting Construction and Invariant Measures.  Springer series in operations research/Springer series in operations research and financial engineering. 241-264. 2018
  • Stopping Times and the Strong Markov Property.  Springer series in operations research/Springer series in operations research and financial engineering. 53-74. 2018
  • Subgeometric Rates of Convergence.  Springer series in operations research/Springer series in operations research and financial engineering. 385-400. 2018
  • Transience, Recurrence, and Harris Recurrence.  Springer series in operations research/Springer series in operations research and financial engineering. 221-239. 2018
  • Uniform and V-Geometric Ergodicity by Operator Methods.  Springer series in operations research/Springer series in operations research and financial engineering. 401-419. 2018