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Quantum Information: Basics and Applications
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Related lectures (34)
Quantum Gates: C-NOT and Toffoli
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Covers the principles behind quantum gates, focusing on the C-NOT and Toffoli gates.
Quantum Computing: Introduction
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Covers quantum computing basics, quantum algorithms, error correction, and quantum bit manipulation.
Quantum Computing and Error Correction
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Explores quantum computing, error correction, quantum gates, and hybrid quantum-classical algorithms.
Quantum and Nanocomputing
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Delves into quantum computing fundamentals, including entanglement, quantum gates, and algorithms, emphasizing unitary transformations and quantum coherence.
Quantum Algorithms: Complexity and Learning Insights
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Explores quantum algorithms, their complexity, and applications in learning, highlighting key concepts and recent research findings.
Quantum and Nanocomputing
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Explores the fundamentals and history of quantum computing, including qubit realization and the first and second quantum revolutions.
Shor's factoring algorithm: Quantum Phase Estimation
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Covers Shor's factoring algorithm and the link between order finding and factoring.
Cryo-CMOS electrical interfaces for large-scale quantum computers
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Delves into Cryo-CMOS technology for quantum computers, focusing on challenges and advancements in cryogenic CMOS circuits.
Quantum Compilation: Synthesis and Decomposition
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Covers quantum computing fundamentals, compilation, error correction, unitary synthesis, quantum gates, and FPGA-based ADCs.
Quantum and Nanocomputing
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Explores quantum computing fundamentals, including qubits, gates, and entanglement, as well as the impact of quantum computing on society.
Quantum Circuits: Classic Circuits
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Explores classic circuits in quantum computing, including Boolean functions and reversible gates.
Hidden Subgroup Algorithm
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Covers the Hidden Subgroup Algorithm in quantum computing, emphasizing projectors and measurement postulates.
Qubits: Tensor Products and Entangled States
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Explains tensor products and entangled states in quantum mechanics, focusing on pairs of qubits and their mathematical representations.
Shor Algorithm: Quantum Factorization
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Covers the Shor algorithm for quantum factorization using tensor methods and graded solutions.
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