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Dive into the research topics where Muhibur Rasheed is active.

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Featured researches published by Muhibur Rasheed.


PLOS ONE | 2013

Protein-Protein Docking with F2Dock 2.0 and GB-Rerank

Rezaul Alam Chowdhury; Muhibur Rasheed; Donald Keidel; Maysam Moussalem; Arthur J. Olson; Michel F. Sanner; Chandrajit Bajaj

Motivation Computational simulation of protein-protein docking can expedite the process of molecular modeling and drug discovery. This paper reports on our new F2 Dock protocol which improves the state of the art in initial stage rigid body exhaustive docking search, scoring and ranking by introducing improvements in the shape-complementarity and electrostatics affinity functions, a new knowledge-based interface propensity term with FFT formulation, a set of novel knowledge-based filters and finally a solvation energy (GBSA) based reranking technique. Our algorithms are based on highly efficient data structures including the dynamic packing grids and octrees which significantly speed up the computations and also provide guaranteed bounds on approximation error. Results The improved affinity functions show superior performance compared to their traditional counterparts in finding correct docking poses at higher ranks. We found that the new filters and the GBSA based reranking individually and in combination significantly improve the accuracy of docking predictions with only minor increase in computation time. We compared F2 Dock 2.0 with ZDock 3.0.2 and found improvements over it, specifically among 176 complexes in ZLab Benchmark 4.0, F2 Dock 2.0 finds a near-native solution as the top prediction for 22 complexes; where ZDock 3.0.2 does so for 13 complexes. F2 Dock 2.0 finds a near-native solution within the top 1000 predictions for 106 complexes as opposed to 104 complexes for ZDock 3.0.2. However, there are 17 and 15 complexes where F2 Dock 2.0 finds a solution but ZDock 3.0.2 does not and vice versa; which indicates that the two docking protocols can also complement each other. Availability The docking protocol has been implemented as a server with a graphical client (TexMol) which allows the user to manage multiple docking jobs, and visualize the docked poses and interfaces. Both the server and client are available for download. Server: http://www.cs.utexas.edu/~bajaj/cvc/software/f2dock.shtml. Client: http://www.cs.utexas.edu/~bajaj/cvc/software/f2dockclient.shtml.


Procedia Engineering | 2015

Highly Symmetric and Congruently Tiled Meshes for Shells and Domes.

Muhibur Rasheed; Chandrajit L. Bajaj

We describe the generation of all possible shell and dome shapes that can be uniquely meshed (tiled) using a single type of mesh face (tile), and following a single meshing (tiling) rule that governs the mesh (tile) arrangement with maximal vertex, edge and face symmetries. Such tiling arrangements or congruently tiled meshed shapes, are frequently found in chemical forms (fullerenes or Bucky balls, crystals, quasi-crystals, virus nano shells or capsids), and synthetic shapes (cages, sports domes, modern architectural facades). Congruently tiled meshes are both aesthetic and complete, as they support maximal mesh symmetries with minimal complexity and possess simple generation rules. Here, we generate congruent tilings and meshed shape layouts that satisfy these optimality conditions. Further, the congruent meshes are uniquely mappable to an almost regular 3D polyhedron (or its dual polyhedron) and which exhibits face-transitive (and edge-transitive) congruency with at most two types of vertices (each type transitive to the other). The family of all such congruently meshed polyhedra create a new class of meshed shapes, beyond the well-studied regular, semi-regular and quasi-regular classes, and their duals (platonic, Catalan and Johnson). While our new mesh class is infinite, we prove that there exists a unique mesh parametrization, where each member of the class can be represented by two integer lattice variables, and moreover efficiently constructable.


PLOS Computational Biology | 2015

PF2 fit: Polar Fast Fourier Matched Alignment of Atomistic Structures with 3D Electron Microscopy Maps

Radhakrishna Bettadapura; Muhibur Rasheed; Antje Vollrath; Chandrajit L. Bajaj

There continue to be increasing occurrences of both atomistic structure models in the PDB (possibly reconstructed from X-ray diffraction or NMR data), and 3D reconstructed cryo-electron microscopy (3D EM) maps (albeit at coarser resolution) of the same or homologous molecule or molecular assembly, deposited in the EMDB. To obtain the best possible structural model of the molecule at the best achievable resolution, and without any missing gaps, one typically aligns (match and fits) the atomistic structure model with the 3D EM map. We discuss a new algorithm and generalized framework, named PF2 fit (Polar Fast Fourier Fitting) for the best possible structural alignment of atomistic structures with 3D EM. While PF2 fit enables only a rigid, six dimensional (6D) alignment method, it augments prior work on 6D X-ray structure and 3D EM alignment in multiple ways: Scoring. PF2 fit includes a new scoring scheme that, in addition to rewarding overlaps between the volumes occupied by the atomistic structure and 3D EM map, rewards overlaps between the volumes complementary to them. We quantitatively demonstrate how this new complementary scoring scheme improves upon existing approaches. PF2 fit also includes two scoring functions, the non-uniform exterior penalty and the skeleton-secondary structure score, and implements the scattering potential score as an alternative to traditional Gaussian blurring. Search. PF2 fit utilizes a fast polar Fourier search scheme, whose main advantage is the ability to search over uniformly and adaptively sampled subsets of the space of rigid-body motions. PF2 fit also implements a new reranking search and scoring methodology that considerably improves alignment metrics in results obtained from the initial search.


bioinformatics and biomedicine | 2016

Uncertainty quantified computational analysis of the energetics of virus capsid assembly

Nathan L. Clement; Muhibur Rasheed; Chandrajit L. Bajaj

Most of the existing research in assembly pathway prediction/analysis of virus capsids makes the simplifying assumption that the configuration of the intermediate states can be extracted directly from the final configuration of the entire capsid. This assumption does not take into account the conformational changes of the constituent proteins as well as minor changes to the binding interfaces that continues throughout the assembly process until stabilization. This paper presents a statistical-ensemble based approach which provides sufficient samples of the configurational space for each monomer and the relative local orientation between monomers, to capture the uncertainties in their binding and conformations. Furthermore, instead of using larger capsomers (trimers, pentamers) as building blocks, we allow all possible sub-assemblies to bind in all possible combinations. We represent this assembly graph in two different ways. First, we use the Wilcoxon signed rank measure to compare the distributions of binding free energy computed on the sampled conformations to predict likely pathways. Second, we represent chemical equilibrium aspects of the transitions as a Bayesian Factor graph where both associations and dissociations are modeled based on concentrations and the binding free energies. Results from both of these experiments showed significant departure from those one would obtain if only the static configurations of the proteins were considered. Hence, we establish the importance of an uncertainty-aware protocol for pathway analysis, and provide a statistical framework as an important first step towards assembly pathway prediction with high statistical confidence.


Data in Brief | 2016

X-ray, Cryo-EM, and computationally predicted protein structures used in integrative modeling of HIV Env glycoprotein gp120 in complex with CD4 and 17b

Muhibur Rasheed; Radhakrishna Bettadapura; Chandrajit L. Bajaj

We present the data used for an integrative approach to computational modeling of proteins with large variable domains, specifically applied in this context to model HIV Env glycoprotein gp120 in its CD4 and 17b bound state. The initial data involved X-ray structure PDBID:1GC1 and electron microscopy image EMD:5020. Other existing X-ray structures were used as controls to validate and hierarchically refine partial and complete computational models. A summary of the experiment protocol and data was published (Rasheed et al., 2015) [26], along with detailed analysis of the final model (PDBID:3J70) and its implications.


Structure | 2015

Computational Refinement and Validation Protocol for Proteins with Large Variable Regions Applied to Model HIV Env Spike in CD4 and 17b Bound State.

Muhibur Rasheed; Radhakrishna Bettadapura; Chandrajit L. Bajaj


Bioinformatics | 2011

A dynamic data structure for flexible molecular maintenance and informatics

Chandrajit L. Bajaj; Rezaul Alam Chowdhury; Muhibur Rasheed


international carnahan conference on security technology | 2016

Predicting and explaining identity risk, exposure and cost using the ecosystem of identity attributes

Razieh Nokhbeh Zaeem; Suratna Budalakoti; K. Suzanne Barber; Muhibur Rasheed; Chandrajit L. Bajaj


arXiv: Computational Geometry | 2015

Characterization and Construction of a Family of Highly Symmetric Spherical Polyhedra with Application in Modeling Self-Assembling Structures.

Muhibur Rasheed; Chandrajit L. Bajaj


IEEE/ACM Transactions on Computational Biology and Bioinformatics | 2017

Statistical Framework for Uncertainty Quantification in Computational Molecular Modeling

Muhibur Rasheed; Nathan L. Clement; Abhishek Bhowmick; Chandrajit L. Bajaj

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Chandrajit L. Bajaj

University of Texas at Austin

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Nathan L. Clement

University of Texas at Austin

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Abhishek Bhowmick

University of Texas at Austin

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Arthur J. Olson

Scripps Research Institute

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Chandrajit Bajaj

Scripps Research Institute

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Donald Keidel

Scripps Research Institute

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K. Suzanne Barber

University of Texas at Austin

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Maysam Moussalem

University of Texas at Austin

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