%0 Book
%T Mathematics of quantum computing an introduction
%A Scherer, Wolfgang
%I Springer
%@ 9783030123574
%@ 9783030123604
%K Quanteninformatik
%K Quantencomputer
%K Mathematische Methode
%D [2019]
%D , ©2019
%X Introduction.- Basic Notions of Quantum Mechanics.- Tensor Products and Composite Systems.- Entanglement.- Quantum Gates and Circuits for Elementary Calculations.- On the Use of Entanglement.- Error Correction.- Adiabatic Quantum Computing.- Epilogue Appendices: A Elementary Probability Theory.- B Elementary Arithmetic Operations.- C LANDAU Symbols.- D Modular Arithmetic.- E Continued Fractions.- F Some Group Theory.- G Proof of a Quantum Adiabatic Theorem.- Solutions to Exercises
%C Springer
%C Cham, Switzerland
%U http://slubdd.de/katalog?TN_libero_mab2
Download citation