Strong Markov property in continuous time, for stopping times taking countably-many values.
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60. Where Do We Go From Here?
59.2 The Dirichlet Problem
59.1 Bachelier's Principle
58.3 The Reflection Principle
58.2 Rapid Oscillations
58.1 Blumenthal's 0-1 Law
55.1 Gaussian Processes
52.3 Weak Convergence of Stochastic Processes
57.3 Strong Markov Property III
57.2 Strong Markov Property II
57.1 Strong Markov Property I
56.3 Stopped Processes