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Structural Bioinformatics Seminar Dina Schneidman Email: duhovka@post.tau.ac.ilduhovka@post.tau.ac.il
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Outline n Seminar requirements n Biological Introduction n How to prepare seminar lecture?
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n No prior knowledge in Biology is assumed or required! n Attend ALL lectures n Prepare one of the lectures Seminar Requirements
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n Learn how to study new subject from articles n Learn how to present work in Computer Science Seminar Goals
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Biological Introduction
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Schedule n Introduction to molecular structure. n Introduction to pattern matching. n Introduction to protein structure alignment (comparison). n Protein docking.
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Small Ligands n Small organic molecules, composed of tens of atoms. n Highly flexible: can have many torsional degrees of freedom.
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DNA – The code of life n DNA is a polymer. n The monomer units of DNA are nucleotides: A, T, C, G. n DNA is a normally double stranded macromolecule.
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RNA n RNA is a polymer too. n The monomer units of RNA are nucleotides: A, U (instead of T), C, G. n DNA serves as the template for the synthesis of RNA.
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Protein n Protein is a polymer too. n The monomer units of Protein are 20 amino acids. n Each amino acid is encoded by 3 RNA nucleotides. Hemoglobin sequence: VHLTPEEKSAVTALWGKVNVDEVGGEAL GRLLVVYPWTQRFFESFGDLSTPDAVMG NPKVKAHGKKVLGA FSDGLAHLDNLKGTFATLSELHXDKLHVD PENFRLLGNVLVCVLAHHFGKEFTPPVQ AAYQKVVAGVANA LAHKYH
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Transcription mRNA Cells express different subset of the genes in different tissues and under different conditions. Gene (DNA) Translation Protein DNA RNA Protein Symptomes (Phenotype ) The Central Dogma
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The central dogma DNA ---> mRNA ---> Protein {A,C,G,T} {A,C,G,U} {A,D,..Y} Guanine-Cytosine T->U Thymine-Adenine 4 letter alphabets 20 letter alphabet Sequence of amino acids Sequence of nucleic acids Sequence of amino acids
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Bioinformatics - Computational Genomics n DNA mapping. n Protein or DNA sequence comparisons. n Exploration of huge textual databases. n In essence one- dimensional methods and intuition.
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Structural Bioinformatics - Structural Genomics n Elucidation of the 3D structures of biomolecules. n Analysis and comparison of biomolecular structures. n Prediction of biomolecular recognition. n Handles three-dimensional (3-D) structures. n Geometric Computing. (a methodology shared by Computational Geometry, Computer Vision, Computer Graphics, Pattern Recognition etc.)
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Protein Structural Comparison ApoAmicyanin - 1aaj Pseudoazurin - 1pmy
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Algorithmic Solution About 1 sec. Fischer, Nussinov, Wolfson ~ 1990.
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Introduction to Protein Structure
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Amino acids and the peptide bond C – first side chain carbon (except for glycine ). Cα atoms
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Backbone or Secondary structure display
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Wire-frame or ribbons display
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Spacefill model
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Geometric Representation 3-D Curve {v i }, i=1…n
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Secondary structure
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Hydrogen bonds. strands and sheets
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The Holy Grail - Protein Folding n From Sequence to Structure. n Relatively primitive computational folding models have proved to be NP hard even in the 2-D case.
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Determination of protein structures n X-ray Crystallography n NMR (Nuclear Magnetic Resonance) n EM (Electron microscopy)
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An NMR result is an ensemble of models Cystatin (1a67)
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The Protein Data Bank (PDB) n International repository of 3D molecular data. n Contains x-y-z coordinates of all atoms of the molecule and additional data. n http://pdb.tau.ac.il n http://www.rcsb.org/pdb/
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Why bother with structures when we have sequences ? n In evolutionary related proteins structure is much better preserved than sequence. n Structural motifs may predict similar biological function n Getting insight into protein folding. Recovering the limited (?) number of protein folds.
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Applications n Classification of protein databases by structure. n Search of partial and disconnected structural patterns in large databases. n Extracting Structure information is difficult, we want to extract “new” folds.
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Applications (continued) n Speed up of drug discovery. n Detection of structural pharmacophores in an ensemble of drugs (similar substructures in drugs acting on a given receptor – pharmacophore). n Comparison and detection of drug receptor active sites (structurally similar receptor cavities could bind similar drugs).
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Object Recognition
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Model Database
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Scene
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Recognition Lamdan, Schwartz, Wolfson, “Geometric Hashing”,1988.
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Protein Alignment = Geometric Pattern Discovery
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Protein Alignment The superimposition pattern is not known a- priori – pattern discovery. The matching recovered can be inexact. We are looking not necessarily for the largest superimposition, since other matchings may have biological meaning.
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Geometric Task : find those rotations and translations of one of the point sets which produce “large” superimpositions of corresponding 3-D points. Given two configurations of points in the three dimensional space, T
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Geometric Task (continued) Aspects: Object representation (points, vectors, segments) Object resemblance (distance function) Transformation (translations, rotations, scaling) -> Optimization technique
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Transformations Translation Translation and Rotation Rigid Motion (Euclidian Trans.) Translation, Rotation + Scaling
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Inexact Alignment. Simple case – two closely related proteins with the same number of amino acids. T Question: how to measure alignment error?
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Superposition - best least squares (RMSD – Root Mean Square Deviation) Given two sets of 3-D points : P={p i }, Q={q i }, i=1,…,n; rmsd(P,Q) = √ i |p i - q i | 2 /n Find a 3-D rigid transformation T * such that: rmsd( T * (P), Q ) = min T √ i |T * p i - q i | 2 /n A closed form solution exists for this task. It can be computed in O(n) time.
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Problem statement with RMSD metric. find the largest alignment, a set of matched elements and transformation, with RMSD less than ε. (belong to NP,) Given two configurations of points in the three dimensional space, and ε threshold T
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Distance Functions Two point sets: A={a i } i=1…n B={b j } j=1…m Pairwise Correspondence: (a k 1,b t 1 ) (a k 2,b t 2 )… (a k N,b t N ) (1) Exact Matching: ||a k i – b t i ||=0 (2) RMSD (Root Mean Square Distance) Sqrt( Σ||a k i – b t i || 2 /N) < ε (3) Bottleneck max ||a k i – b t i || Hausdorff distance: h(A,B)=max aєA min bєB ||a– b|| H(A,B)=max( h(A,B), h(B,A))
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Docking Problem: Given two molecules find their correct association: + = Receptor Ligand T Complex
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Docking Problem: + = ?
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Docking Problem: + = ?
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How to present a paper in Computer Science
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n The lecture should cover a given slot of time (~90 minutes). n Use PowerPoint slides for presentation. n Each slide usually spans 1-2 minutes. n The slides should not be overloaded. n Use mouse or pointer. n Use colors, pictures, tables and animation, but don’t exaggerate. Lecture Preparation
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n Communicate the key ideas during your lecture. n Don’t get lost in technical details. n Structure your talk. n Use a top-down approach. What to say and how
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n Introduction – general description of the paper. n Body - abstract of the current method. n Technical details. n Conclusions and discussion. Lecture Structure
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n Most important part of your talk! n Title + short explanation about the presented topic. n Lecture outline. n Problem definition, input and output. Don’t forget to define the problem! n Problem motivation. n Introduce terminology of the field. n Short review of existing approaches (don’t forget to add references!). Introduction
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n Abstract of the major results presented in the paper. n Significance of the results. n Sketch of the method. Body
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n Extended presentation of the method. n Present key algorithmic ideas clearly and carefully. n Complexity of the method. n Experimental results. Technicalities
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n Summarize major contributions of the work. n You can highlight points based on technical details you couldn’t discuss in introduction. n Present related open problems. n Don’t forget to thank the audience !!! n Questions. Conclusions and Discussion
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n Use repetitions: “ “Tell them what you're going to tell them. Tell them. Then tell them what you told them". n Remind, don’t assume n Maintain eye contact n Control your voice and motion Getting to the Audience
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Thanks!!! and Good Luck in your lectures!
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