Systems of quantum objects - quantum networks - can be studied using the density matrix theory. Theorists and experimentalists expect numerous future applications in the field of nanosystems (eg, devices with semiconductor nanostructures or quantum-dot arrays for parallel computing). This book starts with an introduction to SU(n) algebra as an appropriate language for dealing with networks. After a discussion of ensemble dynamics, individual small networks are treated, with emphasis on stochastic and information retrieval.
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