Introduction To Condensed Matter Physics, Volume 1
Feng Duan-Introduction To Condensed Matter Physics-World Scientific Publishing Company (2005) - 5 | PDF | Phase Transition | Group (Mathematics)
Modern Condensed Matter Physics 110713739X, 9781107137394 - DOKUMEN.PUB
SOLID STATE PHYSICS 601 - Fall 2017
Topological states of condensed matter | Nature Materials
Applied Sciences | Free Full-Text | Exploiting Modern Chladni Plates to Analogously Manifest the Point Interaction
Probing condensed matter physics with magnetometry based on nitrogen-vacancy centres in diamond | Nature Reviews Materials
Condensed Matter | Free Full-Text | Innovative Analytical Method for X-ray Imaging and Space-Resolved Spectroscopy of ECR Plasmas
SOLID STATE PHYSICS 601 - Fall 2017
Recent advances and applications of machine learning in solid-state materials science | npj Computational Materials
Photochemical Phase Transitions Enable Coharvesting of Photon Energy and Ambient Heat for Energetic Molecular Solar Thermal Batteries That Upgrade Thermal Energy | Journal of the American Chemical Society
Feng Duan-Introduction To Condensed Matter Physics-World Scientific Publishing Company (2005) - 5 | PDF | Phase Transition | Group (Mathematics)
Large-Scale Condensed Matter DFT Simulations: Performance and Capabilities of the CRYSTAL Code | Journal of Chemical Theory and Computation
Ab Initio Prediction of Excited-State and Polaron Effects in Transient XUV Measurements of α-Fe2O3 | Journal of the American Chemical Society
Momentum space toroidal moment in a photonic metamaterial | Nature Communications
SOLID STATE PHYSICS 601 - Fall 2017
Magnetism and Magnetic Materials
A Quantum Approach to Condensed Matter Physics
All-Optical Probe of Three-Dimensional Topological Insulators Based on High-Harmonic Generation by Circularly Polarized Laser Fields | Nano Letters
Subir Sachdev - Wikipedia
Open Physics
Feng Duan-Introduction To Condensed Matter Physics-World Scientific Publishing Company (2005) - 5 | PDF | Phase Transition | Group (Mathematics)
Observation of a transition to a localized ultrasonic phase in soft matter | Communications Physics
Feynman Diagram Techniques in Condensed Matter Physics
