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ZH Calculus for Quantum Oracle Synthesis
Task Description:
The translation of a given problem into a quantum circuit (quantum oracle), also known as quantum oracle synthesis, is not a straightforward task. There are many possibilities and many different quantum circuits that result from those, optimal and non-optimal. One option is to use the ZH calculus, a graph representation for quantum circuits related to the ZX calculus. The idea is to translate a given logic function to the ZH calculus graph representation, use transformation rules for optimization, and then translate the graph to a quantum circuit. Finally, the resulting circuit is compared to other methods for quantum oracle synthesis.Prerequisites:
- Prior knowledge on quantum computing
- Prior knowledge on graph theory is helpful but not mandatory
Overview of the Tasks:
- Translate irreversible logic function to ZH calculus
- Optimize the graph using suitable optimization values
- Translate ZH calculus graph to a quantum circuit
- Analyze the results and compare them to other methods
Get in touch:
In case you are interested, please send a short e-mail (German or English) with your motivation and which prerequisites you fulfill to michelle.to@nm.ifi.lmu.de. Please do not send long e-mails generated by a large language model. If you have any questions, please don't hesitate to get in touch.Organisatorisches:
Aufgabensteller:
Prof. Dr. D. Kranzlmüller
Dauer der Arbeit:
- Masterarbeiten: 6 Monate
Anzahl Bearbeiter: 1
Betreuer: