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Algebraic Geometry
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Project Management: The Basics for Success
Sustainable Tourism: Society & Environmental Aspects
Introducción a los encofrados y las cimbras en obra civil y edificación
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Explore the intersection of classical topology and quantum complexity, focusing on computational challenges in determining homology groups and their implications for quantum mechanics and data analysis.
Explore connections between Hamiltonian simulation and AdS/CFT duality, uncovering universal quantum Hamiltonians and extending toy models to include energy scales and dynamics in quantum gravity.
Explore quantum PCPs, NLTS conjecture, and quantum error-correcting codes. Discover connections to quantum complexity theory and future research directions in this intuition-focused talk.
Explore fast erasure decoding for quantum LDPC codes, focusing on hypergraph product codes and their potential to reduce qubit count in fault-tolerant quantum computers.
Explore topological defect networks in quantum error correction, focusing on a novel construction method for 3D codes with optimal scaling parameters and low-weight stabilizers.
Exploration of high-dimensional Sipser-Spielman codes, extending expander codes to cell complexes and cellular sheaves, with applications in quantum error correction and coding theory.
Explore fault-tolerant quantum computation using Majorana-based topological qubits, focusing on tetron qubits and scalable error correction in semiconductor-superconductor heterostructures.
Explore topological defects in toric code and sequential quantum circuits, focusing on the Cheshire string and its implications for understanding higher-dimensional topological orders and quantum error correction.
Explore advanced concepts in quantum physics with Oxford researcher Sakura Schafer-Nameki, focusing on the Categorical Landau Paradigm and SymTFT in relation to quantum error correction and gravity.
Explore quantum cellular automata, local unitary circuits, and measurement-induced locality-preserving unitaries in this advanced talk on quantum information theory and topology.
Explore quantum information in parameter families through examples, presented by Microsoft Research's Michael Freedman at IPAM's workshop on topology and quantum error correction.
Explore the evolution of quantum error correction with Peter Shor, overcoming the Heisenberg Uncertainty Principle to enable fault-tolerant quantum computing. Gain insights into early developments and their impact.
Explore a novel approach to mapping quantum circuits to local Hamiltonians using tensor networks, avoiding clock registers and incorporating fault tolerance for robust quantum computation.
Explore moduli spaces of topological theories, their homotopy types, and applications to Hastings-Haah floquet codes in quantum error correction and quantum gravity.
Explore quantum error correcting codes for large-N limit theories, focusing on gravitational duals and emerging features. Covers asymptotic operator algebra results and information theoretic constraints.
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