All Stories

  1. Evaluating two-electron-repulsion integrals over arbitrary orbitals using zero variance Monte Carlo: Application to full configuration interaction calculations with Slater-type orbitals
  2. Selected configuration interaction dressed by perturbation
  3. Excitation energies from diffusion Monte Carlo using selected configuration interaction nodes
  4. Hybrid stochastic-deterministic calculation of the second-order perturbative contribution of multireference perturbation theory
  5. Quantum Monte Carlo with very large multideterminant wavefunctions
  6. Communication: Toward an improved control of the fixed-node error in quantum Monte Carlo: The case of the water molecule
  7. A Quantum Monte Carlo Study of the Reactions of CH with Acrolein
  8. Scientists discuss about the application of topological methods to chemistry
  9. Fixed-node diffusion Monte Carlo potential energy curve of the fluorine molecule F2 using selected configuration interaction trial wavefunctions
  10. Quantum Monte Carlo Methods in Chemistry
  11. Talking Across Fields: A Physicist’s Presentation of some Mathematical Aspects of Quantum Monte Carlo Methods
  12. Accurate nonrelativistic ground-state energies of 3d transition metal atoms
  13. Spin Density Distribution in Open-Shell Transition Metal Systems: A Comparative Post-Hartree–Fock, Density Functional Theory, and Quantum Monte Carlo Study of the CuCl2 Molecule
  14. Improving nodal structures of trial wave function with deterministic selected CI
  15. Quantum Monte Carlo for large chemical systems: Implementing efficient strategies for petascale platforms and beyond
  16. QMC=Chem: A Quantum Monte Carlo Program for Large-Scale Simulations in Chemistry at the Petascale Level and beyond
  17. Large-Scale Quantum Monte Carlo Electronic Structure Calculations on the EGEE Grid
  18. Quantum Monte Carlo Calculations of Electronic Excitation Energies: The Case of the Singlet n→π∗ (CO) Transition in Acrolein
  19. On the stability of Be3: A benchmark complete active space self-consistent field + averaged quadratic coupled cluster study
  20. Chaotic versus Nonchaotic Stochastic Dynamics in Monte Carlo Simulations: A Route for Accurate Energy Differences inN-Body Systems
  21. Electron Pair Localization Function (EPLF) for Density Functional Theory and ab Initio Wave Function-Based Methods: A New Tool for Chemical Interpretation
  22. Quantum Monte Carlo with Jastrow-valence-bond wave functions
  23. Spin-driven activation of dioxygen in various metalloenzymes and their inspired models
  24. Multi-Jastrow trial wavefunctions for electronic structure calculations with quantum Monte Carlo
  25. Structural and optical properties of a neutral Nickel bisdithiolene complex: density functional versus ab initio methods
  26. The lithium–thiophene interaction: a critical study using highly correlated electronic structure approaches of quantum chemistry
  27. Systemic systematic functional grammar and the study of Meaning
  28. Bond Breaking and Bond Making in Tetraoxygen: Analysis of the O2(X3Σg−) + O2(X3Σg−) ⇆ O4Reaction Using the Electron Pair Localization Function
  29. A study of the fixed-node error in quantum Monte Carlo calculations of electronic transitions: The case of the singlet n→π∗ (CO) transition of the acrolein
  30. FIXED-NODE QUANTUM MONTE CARLO FOR CHEMISTRY
  31. Multireference Quantum Monte Carlo Study of theO4Molecule
  32. Improved Monte Carlo estimators for the one-body density
  33. The fermion Monte Carlo revisited
  34. An efficient sampling algorithm for variational Monte Carlo
  35. Maximum probability domains from Quantum Monte Carlo calculations
  36. Towards accurate all-electron quantum Monte Carlo calculations of transition-metal systems: Spectroscopy of the copper atom
  37. Electron pair localization function: A practical tool to visualize electron localization in molecules from quantum Monte Carlo data
  38. Dynamical Symmetry Enlargement versus Spin-Charge Decoupling in the One-Dimensional SU(4) Hubbard Model
  39. Block-diagonalization of pairing Hamiltonians using spin transpositions
  40. Zero-variance zero-bias principle for observables in quantum Monte Carlo: Application to forces
  41. Spin stiffness and topological defects in two-dimensional frustrated spin systems
  42. Computing forces with quantum Monte Carlo
  43. Diffusion Monte Carlo methods with a fixed number of walkers
  44. A pedagogical introduction to Quantum Monte-Carlo
  45. Zero-Variance Principle for Monte Carlo Algorithms
  46. Metal-insulator transition in the one-dimensionalSU(N)Hubbard model
  47. Hubbard model on hypercubes
  48. Hubbard model ond−dimensional hypercubes: Exact solution for the two-electron case
  49. Quantum Monte Carlo Calculations with Multi-Reference Trial Wave Functions
  50. One-dimensional pair hopping and attractive Hubbard models: A comparative study
  51. A quantum Monte Carlo perturbational study of the He–He interaction
  52. A perturbational study of some hydrogen‐bonded dimers
  53. Monte Carlo Calculation of the Spin Stiffness of the Two-Dimensional Heisenberg Model
  54. Exact diagonalization approach to correlated fermions in infinite dimensions: Mott transition and superconductivity
  55. Comment on ‘‘Feynman-Kac path-integral calculation of the ground-state energies of atoms’’
  56. Dynamic polarizabilities and van der Waals coefficients of the 21Sand 23Smetastable states of helium
  57. Evaluating dynamic multipole polarizabilities and van der Waals dispersion coefficients of two-electron systems with a quantum Monte Carlo calculation: A comparison with someab initiocalculations
  58. A Bayesian analysis of Green’s function Monte Carlo correlation functions
  59. On the Nonconservation of the Number of Nodal Cells of Eigenfunctions
  60. Gutzwiller wave function for a model of strongly interacting bosons
  61. Lanczós-Type Algorithm for Quantum Monte Carlo Data
  62. Quantum Monte Carlo perturbation calculations of interaction energies
  63. Computing Response Properties with Quantum Monte Carlo
  64. Second‐order exchange effects in intermolecular interactions. The water dimer
  65. Quantum Monte Carlo method for some model and realistic coupled anharmonic oscillators
  66. Stochastic Methods in Quantum Mechanics
  67. Development of a pure diffusion quantum Monte Carlo method using a full generalized Feynman–Kac formula. II. Applications to simple systems
  68. Development of a pure diffusion quantum Monte Carlo method using a full generalized Feynman–Kac formula. I. Formalism
  69. Treatment of the Schrödinger equation through a Monte Carlo method based upon the generalized Feynman-Kac formula