Quantum Information and Computation

Description

Introduction to Quantum Mechanics: Mathematical introduction (Hilbert spaces - Spectrum of autoadjoint and unitary operators-Lie group U(N) - control theory of groups) - Quantum states and observables - the state space of Hilbert space - The state space as a set of definite operators.
Quantum information theory: Quantum computer structure - quantum hits and registers, -quantum gates - Toffoli theorem - invertible gates - quantum circuits and networks - Deutsch theory of elementary gates - decomposition in elementary gates - quantum codes - error correction and decoherence. Quantum algorithmes: Shannon entropy - Qnantum entropy - Quantum transportation - Qnantum cryptography.

Semester: 
Credit Units (ECTS): 
10.0
ID: 
ΣΜ14, Α11
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