Markov State Model approaches for folding, binding and design
Markov State Model approaches for folding, binding and design
批准号:
9923709
负责人:
Vincent Voelz
金额:
$29.56万
依托单位国家:
美国
项目类别:
财政年份:
2017
资助国家:
美国
项目状态:
已结题
起止时间:
2017-05-01 至 2022-04-30
关键词:
AddressAffinityAlgorithmic SoftwareAlgorithmsAntibiotic ResistanceAreaBehaviorBindingBinding ProteinsBiological AssayBiologyCaliberCollaborationsComputer HardwareComputer softwareConsumptionCustomDataDrug DesignEntropyFree EnergyGoalsGrainHealthHumanLibrariesLigand BindingLigandsMDM2 geneMalignant NeoplasmsMeasuresMedicineMethodsMicrobial BiofilmsModelingMolecularMolecular ConformationMutationN-terminalPathway interactionsPeptidesPlayPoint MutationPopulationPropertyProtein DynamicsProtein EngineeringProteinsRoleRouteSamplingSchemeSeriesSiteSourceSystemTP53 geneTechnologyTestingThermodynamicsTimeUncertaintyWorkYeastsanalytical toolbasecluster computingcomputational pipelinescomputational platformdesigndrug discoveryexperimental studyimprovedin silicopeptidomimeticspreservationprotein protein interactionreceptorsimulationsmall moleculetool
中文摘要
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英文摘要
Project Summary
Understanding the conformational dynamics of proteins and their binding partners are crucial to predicting
and designing their function. As computer hardware and software becomes ever more efficient, simulation-
based methods will play increasingly important roles in molecular design. Markov State Models (MSMs), which
describe conformational dynamics as a network of transitions between metastable states, can be used as
simulation-based platform for the prediction and design of multiple sequences—for small perturbations that
preserve state definitions, mutational effects can be inferred by estimating changes in transition rates—but new
methods must be developed to do this efficiently. We will address this challenge by developing new methods to
efficiently sample MSMs for multiple sequences, and then apply this technology to predict and design binding
affinities and rates of peptidomimetics, an area that will have widespread benefits to human health.
Our first specific aim is to develop two analytic tools facilitating the efficient estimation of MSMs for multiple
sequences: (1) surprisal-based adaptive sampling, which uses a relative entropy metric for two or more MSMs
to prioritize sampling of states that most efficiently decrease the uncertainty in the models, and (2) maximum-
caliber approaches for inferring changes in MSM transition rates directly from changes in state populations.
These methods will be tested against changes in stabilities and folding rates measured for a corpus of well-
studied mini-proteins with available trajectory data.
Our second specific aim is to apply this technology to predict binding affinities, pathways and rates for
peptidomimetic ligands of MDM2, a well-studied protein-peptide binding system and important cancer target.
We will build MSMs of apo-MDM2 to explore the role of the N-terminal lid region in ligand binding, and the
utility of MSM-derived receptor ensembles for computational drug design. We will then construct an MSM of
p53 binding to MDM2, and use it as a starting point for building multi-ensemble MSMs of ligand binding for
series of related small-molecules, peptides, and spiroligomer peptidomimetics, with the goal of achieving
efficient estimates of affinities as well as binding on- and off-rates.
Our third specific aim, a collaboration with the David Baker lab, is to use MSM methods to screen and
improve de novo designed protein binders of LapG, a new route to disperse bacterial biofilms, a major source
of antibiotic resistance. Toward this end, we screen the binding properties of about 100 top-ranked designs
and choose around a dozen for expression, purification and assaying for binding. If successful, we will have
avoided the need for time-consuming yeast display experiments, moving a step closer to a self-contained
computational pipeline for generating custom protein binding interfaces, a potentially transformative tool in
biology and medicine. We will evaluate methods for “in silico affinity maturation” against experimental data for
a site-saturated library of all possible single-point mutations measured for our top-binding candidate.
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Markov State Model approaches for folding, binding and design
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批准号:10446465
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项目类别:
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资助金额:$39.76万
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财政年份:2017
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负责人:Vincent Voelz
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依托单位:
Markov State Model approaches for folding, binding and design
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批准号:10708149
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项目类别:
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资助金额:$36.83万
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财政年份:2017
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负责人:Vincent Voelz
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依托单位:
海外基金