Essays about: "Non-adiabatic quantum gate"
Found 5 essays containing the words Non-adiabatic quantum gate.
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1. Time-optimal holonomic quantum computation
University essay from Uppsala universitet/MaterialteoriAbstract : A three-level system can be used in a Λ-type configuration in order to construct auniversal set of non-adiabatic quantum gates through the use of non-Abelian non-adiabatic geometrical phases. Such construction allows for high-speed operation times which diminish the effects of decoherence. READ MORE
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2. Holonomic Optimal Control for Qudits
University essay from Uppsala universitet/Institutionen för informationsteknologiAbstract : Non-adiabatic Holonomic Quantum Computation (NHQC) is a method used to implement quantum gates with holonomies that arise solely from non-Abelian geometric phases. Due to high noise tolerance these phases can be used to construct resiliant quantum gates. READ MORE
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3. Studies on Reverse Engineering of Constant Frequence Geometric Quantum Gates
University essay from Uppsala universitet/MaterialteoriAbstract : Geometric Quantum Computation (GQC) is one of the effective methods to realizequantum computation. By using geometric phases, it shows robustness to certainerrors. This thesis aims to develop a new systematic technique for implementing GQC,especially in non-adiabatic systems. READ MORE
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4. Sequential Holonomic Quantum Gates : Open Path Holonomy in Λ-configuration
University essay from Uppsala universitet/MaterialteoriAbstract : In the Λ-system, non-adiabatic holonomic quantum phases are used to construct holonomic quantum gates. An interesting approach would be to implement open path holonomies in the Λ-system. By dividing the loop into two curve segments with a unitary transformation between them, universality can be reached. READ MORE
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5. Fidelity of geometric and holonomic quantum gates for spin systems
University essay from Uppsala universitet/Teoretisk kemiAbstract : Geometric and holonomic quantum gates perform transformations that only dependon the geometry of a loop covered by the parameters controlling the gate. Thesegates require adiabatic time evolution, which is achieved in the limit when the looptakes infinite time to complete. READ MORE