20830130-1 - QUANTUM COMPUTING

Present advanced Quantum Computing paradigms and algorithms, as well as the main applications to PKI

Curriculum

teacher profile | teaching materials

Programme

Qubits, qubit pairs, registers, logic gates with one or more qubits, no cloning theorem, the Hadamard operator, teleportation, reversible computations, the Bernstein Vazirani algorithm, the Shor algorithm, amplitude amplification and the Groover algorithm, complexity theory and quantum computing, measurements and observables, the Bloch sphere, quantum circuit simulators.

Core Documentation

Slides by the teacher.

Reference Bibliography

The recommended texts (for consultation only) are: E. G. Rieffel, W. H. Polak Quantum Computing: a Gentle Introduction MIT Press N. S. Yanofsky, M. A. Mannucci Quantum Computing for Computer Scientists Cambridge

Type of delivery of the course

Lecture in class.

Attendance

Lecture in class.

Type of evaluation

Written exam lasting about one hour.

teacher profile | teaching materials

Programme

Qubits, qubit pairs, registers, logic gates with one or more qubits, no cloning theorem, the Hadamard operator, teleportation, reversible computations, the Bernstein Vazirani algorithm, the Shor algorithm, amplitude amplification and the Groover algorithm, complexity theory and quantum computing, measurements and observables, the Bloch sphere, quantum circuit simulators.

Core Documentation

Slides by the teacher.

Reference Bibliography

The recommended texts (for consultation only) are: E. G. Rieffel, W. H. Polak Quantum Computing: a Gentle Introduction MIT Press N. S. Yanofsky, M. A. Mannucci Quantum Computing for Computer Scientists Cambridge

Type of delivery of the course

Lecture in class.

Attendance

Lecture in class.

Type of evaluation

Written exam lasting about one hour.

teacher profile | teaching materials

Mutuazione: 20830130-1 QUANTUM COMPUTING - I Modulo in Ingegneria informatica e dell'intelligenza artificiale LM-32 DI BATTISTA GIUSEPPE

Programme

Qubits, qubit pairs, registers, logic gates with one or more qubits, no cloning theorem, the Hadamard operator, teleportation, reversible computations, the Bernstein Vazirani algorithm, the Shor algorithm, amplitude amplification and the Groover algorithm, complexity theory and quantum computing, measurements and observables, the Bloch sphere, quantum circuit simulators.

Core Documentation

Slides by the teacher.

Reference Bibliography

The recommended texts (for consultation only) are: E. G. Rieffel, W. H. Polak Quantum Computing: a Gentle Introduction MIT Press N. S. Yanofsky, M. A. Mannucci Quantum Computing for Computer Scientists Cambridge

Type of delivery of the course

Lecture in class.

Attendance

Lecture in class.

Type of evaluation

Written exam lasting about one hour.

teacher profile | teaching materials

Programme

Qubits, qubit pairs, registers, logic gates with one or more qubits, no cloning theorem, the Hadamard operator, teleportation, reversible computations, the Bernstein Vazirani algorithm, the Shor algorithm, amplitude amplification and the Groover algorithm, complexity theory and quantum computing, measurements and observables, the Bloch sphere, quantum circuit simulators.

Core Documentation

Slides by the teacher.

Reference Bibliography

The recommended texts (for consultation only) are: E. G. Rieffel, W. H. Polak Quantum Computing: a Gentle Introduction MIT Press N. S. Yanofsky, M. A. Mannucci Quantum Computing for Computer Scientists Cambridge

Type of delivery of the course

Lecture in class.

Attendance

Lecture in class.

Type of evaluation

Written exam lasting about one hour.

teacher profile | teaching materials

Mutuazione: 20830130-1 QUANTUM COMPUTING - I Modulo in Ingegneria informatica e dell'intelligenza artificiale LM-32 DI BATTISTA GIUSEPPE

Programme

Qubits, qubit pairs, registers, logic gates with one or more qubits, no cloning theorem, the Hadamard operator, teleportation, reversible computations, the Bernstein Vazirani algorithm, the Shor algorithm, amplitude amplification and the Groover algorithm, complexity theory and quantum computing, measurements and observables, the Bloch sphere, quantum circuit simulators.

Core Documentation

Slides by the teacher.

Reference Bibliography

The recommended texts (for consultation only) are: E. G. Rieffel, W. H. Polak Quantum Computing: a Gentle Introduction MIT Press N. S. Yanofsky, M. A. Mannucci Quantum Computing for Computer Scientists Cambridge

Type of delivery of the course

Lecture in class.

Attendance

Lecture in class.

Type of evaluation

Written exam lasting about one hour.