000			a
999			_c31374 _d31374
008			220609b xxu||||| |||| 00| 0 eng d
020			_a9783030693176
082			_a530.12 _bLAP
100			_aLaPierre, Ray
245			_aIntroduction to quantum computing
260			_bSpringer, _c2021 _aCham :
300			_axvi, 366 p. ; _bill., _c24 cm
365			_b49.99 _cEUR _d86.00
490			_aThe Materials Research Society Series
504			_aIncludes bibliographical references and index.
520			_aThis book provides a self-contained undergraduate course on quantum computing based on classroom-tested lecture notes. It reviews the fundamentals of quantum mechanics from the double-slit experiment to entanglement, before progressing to the basics of qubits, quantum gates, quantum circuits, quantum key distribution, and some of the famous quantum algorithms. As well as covering quantum gates in depth, it also describes promising platforms for their physical implementation, along with error correction, and topological quantum computing. With quantum computing expanding rapidly in the private sector, understanding quantum computing has never been so important for graduates entering the workplace or PhD programs. Assuming minimal background knowledge, this book is highly accessible, with rigorous step-by-step explanations of the principles behind quantum computation, further reading, and end-of-chapter exercises, ensuring that undergraduate students in physics and engineering emerge well prepared for the future.
650			_aQuantum theory
650			_aQuantum computing
650			_aBloch sphers
650			_aCharge qubit
650			_aCoulomb blockade
650			_a DC-SQUID
650			_aDirac notation
650			_aElectron spin resonance
650			_a Grover algorithm
650			_aHadamard gate
650			_a Ising model
650			_a Josephson brian
650			_aKet
650			_aLC circuit
650			_aMajorana zero modes
650			_aOrbital angular momentum
650			_a Rabi formula
650			_aTransmon qubit
650			_a Wave function
650			_aZeeman effect
650			_aTeleportation
942			_2ddc _cBK