Protein Modeling in Bioinformatics: Ab Initio, Energy-Based, and Knowledge-Based Methods -, Study notes of Bioinformatics

An overview of protein modeling methods in bioinformatics, including ab initio, energy-based, and knowledge-based methods. Ab initio methods solve protein folding problems through search in conformational space. Energy-based methods use energy minimization and molecular simulation. Knowledge-based methods find patterns in known structures, derive rules, and apply them to new sequences. The document also covers protein representation, neighbor identification, fold recognition, and homology modeling using specific programs and methods.

Typology: Study notes

Pre 2010

Uploaded on 02/10/2009

koofers-user-6wu-1
koofers-user-6wu-1 🇺🇸

5

(1)

9 documents

1 / 4

Toggle sidebar

This page cannot be seen from the preview

Don't miss anything!

bg1
Iosif Vaisman
Introduction to Bioinformatics
Protein Modeling Methods
Ab initio methods:
solution of a protein folding problem
search in conformational space
Energy-based methods:
energy minimization
molecular simulation
Knowledge-based methods:
homology modeling
fold recogniion
a pattern that exceeds certain threshold
of interestingness.
Knowledge
Knowledge is ...
Factors that contribute to interestingness:
coverage
confidence
statistical significance
simplicity
unexpectedness
actionability
Knowledge-based methods
Finding patterns in known structures
Deriving rules (usually in the form of PMF)
Applying the rules
Protein representation (Crambin) Protein representation (Crambin)
pf3
pf4

Partial preview of the text

Download Protein Modeling in Bioinformatics: Ab Initio, Energy-Based, and Knowledge-Based Methods - and more Study notes Bioinformatics in PDF only on Docsity!

Iosif Vaisman

Email: [email protected]

Introduction to Bioinformatics

Protein Modeling Methods

  • Ab initio methods: solution of a protein folding problem search in conformational space
  • Energy-based methods: energy minimization molecular simulation
  • Knowledge-based methods: homology modeling fold recogniion

a pattern that exceeds certain threshold of interestingness.

Knowledge

Knowledge is ...

Factors that contribute to interestingness: coverage confidence statistical significance simplicity unexpectedness actionability

Knowledge-based methods

Finding patterns in known structures

Deriving rules (usually in the form of PMF)

Applying the rules

Protein representation (Crambin) Protein representation (Crambin)

4 neighbors

7 neighbors 2 neighbors

10 neighbors

Neighbor identification in proteins

Voronoi Tessellation

Delaunay simplex is defined by points, whose Voronoi polyhedra have common vertex Delaunay simplex is always a triangle in a 2D space and a tetrahedron in a 3D space

Delaunay Tessellation

Neighbor identification in proteins:

Voronoi/Delaunay Tessellation in 2D

Neighbor identification in proteins:

Voronoi/Delaunay Tessellation in 2D

Voronoi Tessellation Delaunay Tessellation

Neighbor identification in proteins:

Voronoi/Delaunay Tessellation in 2D

6 7

6

Delaunay tessellation of Crambin Delaunay tessellation of Crambin

Swiss-Model

  • Method: Knowledge-based approach.
  • Requirements: At least one known 3D-structure of a related protein. Good quality sequence alignements.
  • Procedures: Superposition of related 3D-structures. Generation of a multiple a alignement. Generation of a framework for the new sequence. Rebuild lacking loops. Complete and correct backbone. Correct and rebuild side chains. Verify model structure quality and check packing. Refine structure by energy minimisation and molecular dynamics.

Methods and Programs used by Swiss-Model

  • Sequence Alignment BLAST (Altschul S.F., J. Mol. Biol. 215 :403, 1990) SIM (Huang, X., Miller, M. Adv. Appl. Math. 12 :337, 1991) ProModII (Peitsch, M.C. Unpublished, Server-specific tool)
  • Knowledge Based Protein Modelling ProMod (Peitsch M.C. Biochem Soc Trans 24 :274, 1996)
  • Energy Minimisation Gromos96 (van Gunsteren W.F. http://igc.ethz.ch/gromos/ )
  • Model evaluation Swiss-PdbViewer ( http://www.expasy.ch/spdbv/mainpage.html )

Swiss-Model Request Types

  • First Approach mode.
  • Optimise mode.
  • Combine mode.
  • GPCR mode.

Model Confidence Factors

The Model B-factors are determined as follows:

  • The number of template structures used for model building.
  • The deviation of the model from the template structures.
  • The Distance trap value used for framework building.

The Model B-factor is computed as:

85.0 * (1/ # selected template str.) * (Distance trap / 2.5) and 99.9 for all atoms added during loop and side-chain building