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    Density Functional Theory

    127 курсов
    Julia for Materials Modelling
    Materials Cloud

    Julia for Materials Modelling

    Introduction to Density-Functional Theory - QE School 2023 Lecture 1.2
    Materials Cloud

    Introduction to Density-Functional Theory - QE School 2023 Lecture 1.2

    First-Principles Calculation of Hubbard Parameters Using Linear-Response Theory - QE School 2023
    Materials Cloud

    First-Principles Calculation of Hubbard Parameters Using Linear-Response Theory - QE School 2023

    DFT+U and DFT+U+V: Basic Concepts and Applications - Lecture 3.1
    Materials Cloud

    DFT+U and DFT+U+V: Basic Concepts and Applications - Lecture 3.1

    Dynamical Extension of DFT+U: U(�ω) - Advanced Quantum ESPRESSO School 2023 - Lecture 3.3
    Materials Cloud

    Dynamical Extension of DFT+U: U(ω) - Advanced Quantum ESPRESSO School 2023 - Lecture 3.3

    Koopmans Compliance: Towards a Functional Theory of the Spectral Density - Lecture 4.2
    Materials Cloud

    Koopmans Compliance: Towards a Functional Theory of the Spectral Density - Lecture 4.2

    Koopmans Functionals in Practice: Minimisation and Screening Coefficients - Lecture 4.3
    Materials Cloud

    Koopmans Functionals in Practice: Minimisation and Screening Coefficients - Lecture 4.3

    Koopmans Functionals: Basic Concepts - QE School 2023 - Lecture 4.1
    Materials Cloud

    Koopmans Functionals: Basic Concepts - QE School 2023 - Lecture 4.1

    Koopmans Spectral Functionals: Implementation in Periodic Boundary Conditions - QE School 2023
    Materials Cloud

    Koopmans Spectral Functionals: Implementation in Periodic Boundary Conditions - QE School 2023

    Expanding the Portfolio of Two-Dimensional Magnetic Materials and Their Applications
    Erwin Schrödinger International Institute for Mathematics and Physics (ESI)

    Expanding the Portfolio of Two-Dimensional Magnetic Materials and Their Applications

    Predicting the Magnetic Ground State with VASP
    Erwin Schrödinger International Institute for Mathematics and Physics (ESI)

    Predicting the Magnetic Ground State with VASP

    Molecular Simulations of Ionic Liquid-Based Systems: From Structural to Optoelectronic Properties
    ATOMS UFRJ

    Molecular Simulations of Ionic Liquid-Based Systems: From Structural to Optoelectronic Properties

    Defect Structures and Patterns in Ultrathin Layers
    PoreLab

    Defect Structures and Patterns in Ultrathin Layers

    MaZe: A New Approach for Simulating Adiabatic Systems - Lecture
    Erwin Schrödinger International Institute for Mathematics and Physics (ESI)

    MaZe: A New Approach for Simulating Adiabatic Systems - Lecture

    Computationally Guided Control of Carriers in Semiconductors - Density Functional Theory and Phase-Boundary Mapping for Thermoelectrics
    ICTP-SAIFR

    Computationally Guided Control of Carriers in Semiconductors - Density Functional Theory and Phase-Boundary Mapping for Thermoelectrics

    Search for New Electride High Temperature Superconductors
    ICTP-SAIFR

    Search for New Electride High Temperature Superconductors

    Exploring Light-Induced Phenomena in Condensed Matter Physics within the Framework of Density-Functional Theory
    PCS Institute for Basic Science

    Exploring Light-Induced Phenomena in Condensed Matter Physics within the Framework of Density-Functional Theory

    SCAN Functional and DFT Errors for Open-Shell d- and f-Electron Systems
    MuST Program for Disordered Materials

    SCAN Functional and DFT Errors for Open-Shell d- and f-Electron Systems

    An Efficient and Accurate Approach to Strongly Correlated Materials
    MuST Program for Disordered Materials

    An Efficient and Accurate Approach to Strongly Correlated Materials

    Data-Driven Materials Innovation: Where Machine Learning Meets Physics
    nanohubtechtalks

    Data-Driven Materials Innovation: Where Machine Learning Meets Physics

    Ab Initio DMFT Methodologies for Correlated Quantum Materials
    PCS Institute for Basic Science

    Ab Initio DMFT Methodologies for Correlated Quantum Materials