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Enhancing Protein Design via Flexible Rotamers: The MinDEE Approach

jasmine-khorvash avatar
38 diapositives · 507 Views · Oct 28, 2014

This research presents a novel methodology for protein design utilizing flexible rotamers through a modified Dead-End Elimination (DEE) algorithm called MinDEE. It addresses traditional limitations in energy minimization and conformational space exploration by incorporating dihedral flexibility and provable approximations. The study outlines improvements in stability and specificity of designed proteins, showcasing applications in drug design and structural biology. Additionally, MinDEE demonstrates efficiency in handling complex computational tasks, significantly reducing processing time while providing accurate energy evaluations.

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Enhancing Protein Design via Flexible Rotamers: The MinDEE Approach
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  1. Dead-End Eliminationfor Protein Designwith Flexible Rotamers Ivelin Georgiev Donald Lab 02/19/2008

  2. Computational Design wildtype energy function input structure rotamer library protein design algorithm stability specificity novel function drug design mutant …

  3. C MinDEE provable energy minimization ensembles partition function ε-approximation algorithm q q* Contributions redesign for Leu

  4. Desmet et al., 1992 Traditional-DEE it ir E upper bound E lower bound fixed backbone/side-chains rotamer pruning ir O(q2n2) E it conformations Enumerate GMEC

  5. Conformations Traditional-DEE with Rigid Rotamers/Backbone Energy it

  6. Conformations Traditional-DEE with Side-chain Dihedral Flexibility min Energy max it

  7. C C C Traditional-DEE MinDEE Traditional-DEE E minimization E minimization rigid energies X √ √ not provably-correct provably-correct provably-correct

  8. C MinDEE E minimization √ provably-correct

  9. continuous side-chain dihedral space MinDEE voxels bound rotamer movement

  10. lower/ upper energy bounds ir MinDEE it js ir Energy E(ir , js) js χir ir js χjs

  11. pruning candidate lower/ upper energy bounds ir it competitor js witness MinDEE: - - > 0 lowerbound on ir conformation energies upperbound on it conformation energies possible energy changes due to rotamer movement not in trad-DEE

  12. MinDEE: Side-chain Dihedral Flexibility traditional-DEE MinDEE

  13. MinDEE Applications

  14. min K*: provably-accurate approximation to the binding constant via conformational ensembles ∫ a 1 Z GMEC-based MinDEE Applications single lowest-energy conformation Ensemble-based JCB’05 weighted average

  15. MinDEE/A*: GMEC-based Method

  16. C’ MinDEE/A*: GMEC-based Method C MinDEE pruning O(n2r2) A* search (E lower bounds) full E minimization

  17. C’ MinDEE/A*: GMEC-based Method C MinDEE pruning O(n2r2) A* search (E lower bounds) full E minimization

  18. C’ MinDEE/A*: GMEC-based Method C MinDEE pruning O(n2r2) A* search (E lower bounds) … full E minimization …

  19. C’ … … MinDEE/A*: GMEC-based Method C MinDEE pruning O(n2r2) A* search (E lower bounds) … … full E minimization minGMEC B(c) > E(best)

  20. Hybrid-K*: Ensembles Method

  21. C’ Hybrid-K*: Ensembles Method Volume filter seq1 C DEE pruning A* search (E lower bounds) … … full E minimization p’ q*

  22. C’ Hybrid-K*: Ensembles Method Volume filter seq1 C DEE pruning A* search (E lower bounds) … … full E minimization p’ q*

  23. C’ Hybrid-K*: Ensembles Method C DEE pruning A* search (E lower bounds) … full E minimization p’ q* q* < (1-ε)q

  24. C’ Hybrid-K*: Ensembles Method repeat search C C DEE pruning DEE pruning C’ A* search (E lower bounds) A* search (E lower bounds) … … … full E minimization full E minimization p’ p’ q* q* q* < (1-ε)q q* ≥ (1-ε)q

  25. C’ C’ Hybrid-K*: Ensembles Method Volume filter seq1 seqn … C C DEE pruning DEE pruning A* search (E lower bounds) A* search (E lower bounds) … … … full E minimization full E minimization p’ q* q* q* ≥ (1-ε)q q* ≥ (1-ε)q

  26. C’ Hybrid-K*: Inter-mutation Pruning Volume filter seq1 seqn C C DEE pruning A* search (E lower bounds) … full E minimization p’ q* q* ≥ (1-ε)q

  27. C’ C’ Hybrid-K*: Inter-mutation Pruning Volume filter seq1 seqn … C C DEE pruning DEE pruning A* search (E lower bounds) A* search (E lower bounds) … … full E minimization full E minimization p’ p’ q* q* Ķ*n K*i <

  28. C’ C’ Hybrid-K*: Inter-mutation Pruning Volume filter seq1 seqn … C C DEE pruning DEE pruning A* search (E lower bounds) A* search (E lower bounds) … … … full E minimization p’ full E minimization p’ q* q* q* < (1-ε)q K*i >>> Ķ*n

  29. C’ C’ Hybrid-K*: Intra-mutation Pruning Volume filter seq1 seqn … C C DEE pruning DEE pruning A* search (E lower bounds) A* search (E lower bounds) … … … full E minimization full E minimization p’ q* q* q* ≥ (1-ε)q q* ≥ (1-ε)q

  30. this work previous Results Traditional-DEE single structure rigid energies MinDEE: GMEC-based K* (RECOMB’04) E minimization ensembles MinDEE: Ensembles

  31. Structural Model • 1AMU (Conti et al., 1997) • Residues: 39 • flexible: 9 • steric shell: 30 • Flexible ligand • AMP • Richardsons’ rotamer library • AMBER (vdW,elect,dihed) + EEF1 • 2-point mutation search for Leu • GAVLIFYWM allowed GrsA-PheA Active Site

  32. trad-GMEC  minGMEC Comparison to Traditional-DEE • trad-GMEC ranked 397th • E(minGMEC) < E(rigid-GMEC) by ≈ 6 kcal/mol minGMEC: * minGMEC rotamer pruned by traditional-DEE

  33. Top 40 Mutations – Hybrid-K* Hybrid-K* • Computational • 9 hrs. on 24 processors • Original K* fully-evaluated 30% more conformations • K* w/o filters: ≈ 3,263 days • Predictions • T278M/A301G (Stachelhaus et al., 1999) ranked 3rd • G301 in all known natural Leu adenylation domains • Experimental verification

  34. MinDEE/A* Top 40 Mutations – MinDEE/A* • Ew = 12.5 kcal/mol • 4 days on a single processor • 206 of 421 rotamers pruned • over 60,000 extracted conformations • 7,261 conformations (221 unique sequences) within Ew • minGMEC: A236M/A322M Rotamer Diversity for A236M/A322M Conf Energies vs. RMSD for A236M/A322M 

  35. Top 40 Mutations – Hybrid-K* Conclusions and Future Work • Traditional-DEE not correct with energy minimization • MinDEE provably-correct and efficient • MinDEE capable of returning lower-energy conformations • Ensemble-based and GMEC-based redesign predictions are substantially different • MinDEE: Ensembles Method successfully predicts both known and novel redesigns • Improve MinDEE pruning efficiency • Improve model accuracy • Marriage of MinDEE and BD

  36. Acknowledgments • Bruce Donald • Ryan Lilien • Amy Anderson • Serkan Apaydin • John MacMaster • Tony Yan • All members of Donald Lab Funding: • NIH • NSF