Computational Materials Science: From Ab Initio to Monte Carlo Methods

Computational Materials Science: From Ab Initio to Monte Carlo Methods By Ohno, Kaoru Published by Springer Publication Date: 2018-04-23 Subject: Science Chemistry Physical & Theoretical, Science Physics Condensed Matter, Science Physics Mathematical & Computational, Science Chemistry - Physical & Theoretical, Science Physics - Condensed Matter, Science Physics - Mathematical & Computational, Technology & Engineering Materials Science Electronic Materials, Technology & Engineering Nanotechnology & Mems, Technology & Engineering Materials Science - Electronic Materials, Technology & Engineering Nanotechnology & Mems, Electronic Devices & Materials, Mathematical Physics, Nanotechnology, Quantum & Theoretical Chemistry, Spectrum Analysis, Spectrochemistry, Mass Spectrometry, Condensed Matter Physics (Liquid State And Solid State Physics), Engineering Applications Of Electronic, Magnetic, Optical Materials, Quantum And Theoretical Chemistry, Technik Elektronik, Elektrotechnik, Nachrichtentechnik, Engineering & Technology: Textbooks & Study Guides, Electronic Devices & Materials, Mathematical Physics, Quantum & Theoretical Chemistry, Nanotechnology, Spectrum Analysis, Spectrochemistry, Mass Spectrometry, Technology & Engineering Materials Science Electronic Materials, Technology & Engineering, Materials Science, Electronic Materials, Science Physics Mathematical & Computational, Science, Physics, Mathematical & Computational, Science Chemistry Physical & Theoretical, Chemistry, Physical & Theoretical, Technology & Engineering Nanotechnology & Mems, Nanotechnology & Mems, Science Physics Condensed Matter, Condensed Matter, Engineering Applications Of Electronic, Magnetic, Optical Materials, Quantum And Theoretical Chemistry, Condensed Matter Physics (Liquid State And Solid State Physics), Materials - Computer Simulation, Materials - Mathematical Models, Anf: Technology Subject Keywords: Ab-initio Methods; Coarse Graining; Computational Materials Science; Empirical Methods; First Principles Method; Molecular Dynamics Method; Monte Carlo Method; Quantum Monte Carlo (QMC) Methods; Textbook Theoretical Materials Sciences; Tight-Binding Method Genre: Electronic Devices & Materials, Mathematical Physics, Quantum & Theoretical Chemistry, Nanotechnology, Spectrum Analysis, Spectrochemistry, Mass Spectrometry, Technology & Engineering, Materials Science, Electronic Materials, Science, Physics, Mathematical & Computational, Science, Chemistry, Physical & Theoretical, Technology & Engineering, Nanotechnology & Mems, Science, Physics, Condensed Matter, Engineering Applications Of Electronic, Magnetic, Optical Materials, Mathematical Physics, Quantum And Theoretical Chemistry, Nanotechnology, Condensed Matter Physics (Liquid State And Solid State Physics) Target Audience: Professional and scholarly