Course Name

Turkish 
Kuantum Hesaplama

English 
Quantum Computation 
Course Code

ELK 336E 
Credit 
Lecture
(hour/week) 
Recitation
(hour/week) 
Laboratory
(hour/week) 
Semester 
2

3 
3 
 
 
Course Language 
English 
Course Coordinator 
Deniz Türkpençe

Course Objectives 
1. To learn the mathematical fundamentals of quantum computation in terms of complex vector algebra.
2. To gain the ability constructing the components of quantum algorithms, to devise quantum algorithms.
3. To understand the supremacy of the quantum algorithms over the classical counterparts
4. To learn the quantum communication channels their applications for quantum information.
5. To gain the ability coding the algorithms numerically and calculating the fidelity of the algorithms as well as the quantum channels.
6. To gain information about the physical realization of quantum computers.

Course Description 
Essential Linear Algebra . Complex matrix algebra . State vector . Density matrix . Quantum operators . Postulates of quantum mechanics . Quantum computational complexity . Quantum algorithm components . DeutschJozsa algorithm . Quantum Fourier Transform algorithm . Quantum search (Grover) algorithm . Quantum order finding algorithm . Quantum teleportation . Quantum dense coding . Quantum error correction . Quantum secure communication . Quantum key distribution . Physical realization of quantum computers

Course Outcomes 
Students who pass this course will have the following skills and competencies:
1. Learning the mathematical basics of quantum computing
2. Having the ability to create quantum algorithms
3. Ability to encode and apply quantum algorithms or quantum channels
5. Having knowledge about the physical realization of quantum computers 
Prerequisite(s) 

Required Facilities 

Other 

Textbook 

Other References 
