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Chemistry
Specialized Chemistry
Computational Chemistry
1. Introduction to Computational Chemistry
2. Mathematical and Physical Foundations
3. Potential Energy Surfaces
4. Molecular Mechanics Methods
5. Quantum Mechanical Methods
6. Molecular Dynamics Simulations
7. Monte Carlo Methods
8. Energy Minimization and Optimization
9. Hybrid and Multiscale Methods
10. Property Calculations
11. Solvation and Environmental Effects
12. Free Energy Methods
13. Excited States and Photochemistry
14. Solid State and Materials
15. Computational Tools and Software
16. High-Performance Computing
17. Best Practices and Validation
Monte Carlo Methods
Statistical Sampling Principles
Random Number Generation
Probability Distributions
Importance Sampling
Markov Chains
Metropolis Algorithm
Detailed Balance
Acceptance Criteria
Boltzmann Weighting
Move Types
Monte Carlo Moves
Translation Moves
Rotation Moves
Volume Changes
Conformational Changes
Specialized MC Techniques
Configurational Bias
Parallel Tempering
Wang-Landau Sampling
Transition Matrix Monte Carlo
Applications
Thermodynamic Properties
Phase Equilibria
Adsorption Isotherms
Polymer Conformations
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8. Energy Minimization and Optimization