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Enhanced Sampling

  • Coarse graining and molecular kinetics from biased simulations

    Speaker: Dr Edina Rosta
    Institute: King's College London
    Country: UK
    Speaker Link: http://www.rostaresearch.com/

    Dr. Edina Rosta

    Senior Lecturer
    King's College London


    Abstract

    Important biological processes taking place on the millisecond to second time scales are too slow to model using unbiased atomistic simulations. To obtain free energy profiles on long time scales, enhanced sampling methods have been developed. We show that novel Markov modelling-based tools can be used to analyse biased and unbiased simulations. Using our dynamic weighted histogram analysis method (DHAM), systematic errors due to insufficient global convergence can be corrected [1]. In addition, DHAM also provides direct kinetic information on the conformational transitions intrinsic to the system. We also demonstrate that a variationally optimal kinetic coarse graining allows us to obtain Markov models, where not only metastable, but also transition states can be automatically identified [2]. Applications include analysis of molecular dynamics simulations of RAF kinases [3] and umbrella sampling quantum classical QM/MM simulations of catalytic reactions [4].

  • Machine learning as a tool for analyzing and creating novel enhanced conformational sampling strategies

    Speaker: Professor Mark Tuckermann
    Institute: NYU
    Country: USA
    Speaker Link: https://as.nyu.edu/content/nyu-as/as/faculty/mark-e-tuckerman.html

    Professor Mark E. Tuckermann

    Department of Chemistry, New York University, 100 Washington Square East, New York, NY 10003

    Courant Institute of Mathematical Sciences, New York University, 251 Mercer St. New York, NY 10012

    NYU-ECNU Center for Computational Chemistry at NYU Shanghai, 3663 Zhongshan Rd. N. Shanghai 200062 People’s Republic of China

    Machine learning has become an integral tool in the theoretical and computational molecular sciences.  Uses of machine learning in this area include prediction of molecule and materials properties from large databases of descriptors, design of new molecules with desired characteristics, design of chemical reactions and processes, representation of high-dimensional potential energy and free energy surfaces, creation of new enhanced sampling strategies, and bypassing of costly quantum chemical calculations, to highlight just a few.  This talk will focus on the use of machine learning in the analysis and creation of new enhanced sampling approaches.  I will first provide an overview of examples of different classes machine learning models, including kernel methods, neural networks, decision-tree approaches, and nearest-neighbor schemes.  I will then compare the performance of these models in the representation and deployment of high-dimensional free-energy surfaces extracted from enhanced-sampling algorithms based on limited sampled data.  I will then show how machine learning can be used to create new enhanced sampling approaches capable of generating kinetic pathways between conformational basins and elucidating mechanisms.  The performance of this new strategy will be illustrated on a solid-solid structural transition in crystalline molybdenum. 

    Recording:

    Video is available only for registered users.

    References

    1. Stochastic neural network approach for learning high-dimensional free energy surfaces. Schneider, L. Dai, R. Q. Topper, C. Drechsel-Grau, M. E. Tuckerman Phys. Rev. Lett. 119, 150601 (2017).

    2. Neural-network based path collective variables for enhanced sampling of phase transformations. Rogal, E. Schneider, M. E. Tuckerman Phys. Rev. Lett. 123, 245701 (2019).

    3. Comparison of the performance of machine learning models in representing high-dimensional free-energy surfaces and generating observables. R. Cendagorta, J. Tolpin, E. Schneider, R. Q. Topper, M. E. Tuckerman J. Phys. Chem. B 124, 3647-3660 (2020).

    4. Enhanced sampling path integral methods using neural network potential energy surfaces with application to diffusion in hydrogen hydrates. R. Cendagorta, H. Y. Shen, Z. Bacic, M. E. Tuckerman Adv. Theory & Simulations 2000258 (2020).