Publications

Selected publications in the field of quantum technologies shared in open sources.

Quantum Computing 09.06.2026

Harvard/QuEra (2024)

Nature 626, 58

This work demonstrates a programmable quantum processor operating with logical qubits on reconfigurable neutral-atom arrays. It experimentally reveals why error-corrected logical qubits are critical for scalable quantum computing.

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Quantum Computing 09.06.2026

Microsoft Majorana 1 (2025)

Nature 638, 651

This publication addresses single-shot parity measurement in InAs-Al hybrid structures and a Majorana-based hardware approach on the path to topological qubits. Although topological quantum computing carries the promise of a low error rate, scientific caution is needed in interpreting the results as definitive proof of Majorana zero modes.

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Quantum Computing 09.06.2026

VQE — Peruzzo (2014)

Nat. Commun. 5, 4213

VQE is a variational algorithm that combines a quantum processor with a classical optimization loop. It accelerated the development of the hybrid-algorithm approach suited to the NISQ era for quantum-chemistry and materials problems.

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Quantum Computing 09.06.2026

Müstecaplıoğlu et al. (2015)

Sci. Rep. 5, 12953

This work proposes a superradiant quantum heat-engine model in the context of quantum thermodynamics. It is one of the domestic theoretical contributions discussing how quantum coherence and collective atomic effects can contribute to energy-conversion performance.

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Quantum Computing 09.06.2026

Google Sycamore (2019)

Nature 574, 505

The Google Sycamore experiment put forward a claim of quantum supremacy on a specific sampling task using a programmable superconducting processor. Subsequent classical-simulation objections showed that quantum advantage is a dynamic field that is continually re-tested.

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Quantum Computing 09.06.2026

Jiuzhang (2020)

Science 370, 1460

The Jiuzhang experiment puts forward a claim of quantum computational advantage via photonic boson sampling. While it does not amount to a universal quantum computer, it is important in showing that photonic platforms can demonstrate special-purpose quantum advantage.

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Quantum Computing 09.06.2026

IBM "utility" (2023)

Nature 618, 500

This IBM work tests the claim that useful computational outputs can be obtained from noisy quantum processors before fault-tolerant quantum computers are reached. Although subsequent classical-simulation comparisons made the claim controversial, it is one of the main references in the debate over NISQ-era quantum utility.

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Quantum Computing 09.06.2026

Pusuluk et al. (2024)

Phys. Rev. A 110, 012411

This work examines, within the framework of quantum thermodynamics, the role quantum coherence may play in the efficiency of biomolecular switches. It is an important reference for Turkey's ecosystem in terms of quantum biology, quantum resource theory, and domestic theoretical quantum studies.

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Quantum Computing 09.06.2026

HHL (2009)

Phys. Rev. Lett. 103, 150502

The HHL algorithm shows that, under certain conditions, systems of linear equations can be solved efficiently on quantum computers. It is one of the foundational references for discussions of linear-algebra-based scientific computing, optimization, and quantum machine learning.

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Quantum Computing 09.06.2026

QAOA — Farhi (2014)

QAOA is a hybrid quantum-classical algorithmic approach designed for combinatorial optimization problems. Owing to its applicability to problems such as optimization, scheduling, and resource allocation on NISQ-era quantum processors, it holds a central place in the quantum-algorithms literature.

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Quantum Computing 09.06.2026

Shor (1994/1997)

SIAM J. Comput. 26, 1484

Shor's algorithm shows that integer factorization and discrete-logarithm problems can be solved in polynomial time on quantum computers. By affecting widely used systems such as RSA and elliptic-curve cryptography, this result triggered post-quantum cryptography research.

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Quantum Computing 09.06.2026

Grover (1996)

STOC '96, 212

Grover's algorithm provides a quadratic speedup over classical methods for unstructured search problems. It is one of the founding works for cryptographic key search, optimization, and subroutine design in quantum algorithms.

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Quantum Computing 09.06.2026

Deutsch (1985)

Proc. R. Soc. A 400, 97

Deutsch's work is one of the founding texts that formally introduces the idea of the universal quantum computer. It positions quantum computing not merely as a new kind of hardware but as a rethinking of computation theory in terms of the laws of physics.

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Quantum Computing 09.06.2026

Feynman (1982)

Int. J. Theor. Phys. 21, 467

Feynman's work sets out the fundamental difficulties of efficiently simulating quantum systems with classical computers. It is one of the conceptual starting points for the fields of quantum simulation and quantum computing.

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Quantum Computing 09.06.2026

Fowler et al. (2012)

Phys. Rev. A 86, 032324

This publication treats surface codes as a viable error-correction architecture for practical large-scale quantum computing. Because they can operate with local interactions and offer a high error threshold, they are of central importance, especially in superconducting-qubit roadmaps.

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Quantum Computing 09.06.2026

Microsoft/Quantinuum logical qubit (2024)

This work aims to produce high-fidelity logical states with error-corrected logical qubits on Quantinuum's trapped-ion processor. It stands out for experimental results approaching the break-even threshold in the transition to fault-tolerant quantum computing.

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Quantum Computing 09.06.2026

Kitaev — Toric code (1997/2003)

Ann. Phys. 303, 2

Kitaev's toric code work provides the fundamental framework for topological quantum error correction and anyon-based quantum computing. Modern surface codes and fault-tolerant quantum architectures are built on this theoretical foundation.

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Quantum Computing 09.06.2026

Google Willow (2024)

Nature 638, 920

Google's Willow work is a critical experiment showing that below-threshold operation has been achieved in surface-code-based quantum error correction. The drop in the logical error rate as the number of physical qubits and the code distance increase is a fundamental milestone for fault-tolerant quantum computers.

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