Examples, concepts and tools; random line segments, queues and counters; vacancy; counting and clumping; elements of inference. Appendices: direct Radon-Nikodym theorem; central limit theorem, Poisson limit theorem, ergodic theorem and law of large numbers; Shepp's coverage theorem; mean content and mean square content of cells formed by Poisson field of random planes; multitype branching processes; lattice percolation.
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