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Edward N. Trifonov University of Haifa and Masaryk University, Brno

Edward N. Trifonov University of Haifa and Masaryk University, Brno Thrill of linking polymer statistics and sequence space with protein structure and function Oak Ridge, 2009. Two related sequences, aligned

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Edward N. Trifonov University of Haifa and Masaryk University, Brno

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  1. Edward N. Trifonov University of Haifa and Masaryk University, Brno Thrill of linking polymer statistics and sequence space with protein structure and function Oak Ridge, 2009

  2. Two related sequences, aligned 33% match Q816J5 DVNLPKFDGFYWCRQIRHESTCPIIFISARAGEMEQIMAIESGADDYITKPFHYDVVMAKIKGQLRR |||||-|||----|--|--|----------------------||||---|||------|-----||| DVNLPGIDGWDLLRRLRERSSARVMMLTGHGRLTDKVRGLDLGADDFMVKPFQFPELLARVRSLLRR Q7DCC5

  3. Methyltransferases LEVALALSQADIIVRDALVSQ8UBQ7 | | || ||| || |||| LHAANALRQADVIVHDALVNQ92P47 | | | |||||||||| LRAQRVLMEADVIVHDALVPQ8YEV9 ||| | |||||||||||||| LRAHRLLMEADVIVHDALVPQ98GP6 | |||||||| LKGQRLLQEADVILYADSLV Q8DLD2 |||| ||||| || ||| IKGQRIVKEADVIIYAGSLV Q8REX7 |||| ||||||||| VKGQRLIRQCPVIIYAGSLV Q88HF0 | | || ||| |||||| VRGRDLIAACPVCLYAGSLVQ8UBQ5

  4. No-match relatives LEVALALSQADIIVRDALVS Q8UBQ7 VRGRDLIAACPVCLYAGSLV Q8UBQ5

  5. Response regulators CPIIFISARAGEMEQIMAIEQ816J5 |||||||| | | |||| VPIIFISARDSDMDQVMAIE Q97IX4 || ||||||| | | | | VPVIFISARDADIDRVLGLE O32192 || | |||| |||||||| VPILFLSARDEEIDRVLGLE Q89D26 || | || || | ||||| IPIIMLTARSEEFDKVLGLE Q8R9H7 | |||||| ||| ||| SRIMMLTARSRLADKVRGLE Q88RT2 | |||| || |||||| ARVMMLTGHGRLTDKVRGLDQ7DCC5 CPIIFISARAGEMEQIMAIEQ816J5 ARVMMLTGHGRLTDKVRGLDQ7DCC5 No-match relatives

  6. Existing most advanced sequence alignment techniques (e. g. BLAST) would not be able to qualify such fully dissimilar sequence fragments as relatives unless many intermediate sequences are analyzed (that amounts to a whole research project)

  7. To be related the sequences do not have to be similar(upto even complete mismatch)

  8. single walk network (of relatives)

  9. One can make long walks from fragment to fragment in the formatted protein sequence space (sequence fragments of the same length, 20 residues, gathered from all or many proteomes) Pair-wise connected matching fragments make also networks

  10. Networks of fragments of aa-tRNA synthetases at various thresholds of sequence match ← Aa-tRNA synthase module of lepA A tyr trp B met C arg trp D cys E leu F met leu ile val G ile H lepA

  11. Network of GTP binding proteins ←GTP-binding module of lepA Sequence fragments with the same function are found in the same network

  12. 1mh1 Rac (GTP-binding) (Homo sapiens) 226 QAIKCVVVGDGAVGKTCLLISYTTN | || | AGDVISIIGSSGSGKSTFLRCINFL 31 55 1b0ua ATP-binding subunit of the histidine permease {Salmonella typhimurium}

  13. 1Putative peptidoglycan bound protein 2Collagen adhesion protein 3 Ribosomal protein L11 4Penicillin-binding protein 2x 5Penicillin-binding protein 1 6Penicillin binding protein 2A 7D-alanyl-D-alanine carboxypeptidase 8 cytochrome 9Beta-Lactamase 10 Mannitol-1-phosphate 5-dehydrogenase 11 glutaminase 12Beta-lactamase 13 Esterase EstB Fragments of thesame network have, essentially, the same structure. Periferal fragments may be different

  14. New definition of sequence relatedness: Sequence fragments of the same network in the sequence space are relatives They may be rather different sequence-wise. Yet, their functions and structures are, essentially, the same

  15. Every fragment is tagged (protein, species) It is also uniquely located in it´s family network. The size of the network says how many relatives the fragment has Thus, one can take a sequence and for all fragments of it find their networks and plot the sizes

  16. This generates the maps of modules from which the protein is built for example: Modules of histidine permease, ATP binding subunit (ABC transporter)

  17. ABC transporters GPS (Aleph) LTA (Dalet) LSG, LAD (Beth)IYV (Zayin) (36) GPSGSGKsTmL (38) fVFQqfnLiPlLTALENV (40) QLSGGQQQRVAIARAL(6)iLADEPTgALD (22) vvVTHDi (30) 1F3O (32-72)GPSGSGKTTLL(29-41)MVFQNYALFPHLTALENV(31-42)QLSGGQQQRVAIARAL(6 LLADEPTSALD(21-22)IYVTHDQ(28-263) consensus

  18. Modules of TIM-barrell protein

  19. Modules of chemotaxis protein cheY

  20. Modules of cytidylate kinase

  21. When long sequences are compared it is worth first to identify which segments are more informative. This is done by mapping of the modules.

  22. Specific functions of individual module types are largely not known yet. Since, however, they represent wide-spread, conserved and, thus, functional motifs, their individual roles will have to be eventually elucidated. One peculiar class of modules are so-called „silent modules“, which have only few relatives in the sequence space, if at all.

  23. silent module 1 silent module 2 silent module 3 D D D A A A A A A D D D 1 3 2 Asilent modules1-3D IVLLVGPSGSGKTTLLRALAGLLGPDGGRRGIGMVFQEYALFPHLTVLENVALGL | ||||| | || | | | | |||| | | |||||| VISIIGSSGSGKSTFLRCINFLEKPSEGSIVVNGQTINLVRDKDGQLKVADKNQLRLLRTRLTMVFQHFNLWSHMTVLENVMEAP1 | ||||| | || | || || | || | | | |||| | |||| | FMILLGPSGCGKTTTLRMIAGLEEPSRG---QIYIGDRLVADPEKGIFVPPK------DRDIAMVFQSYALYPHMTVYDNIAFPL2 | ||||||| | |||||||| | | || | |||||||||||| | | | | FVVFVGPSGCGKSTLLRMIAGLETITSG---------DLFIGEKRMNDTPPA------ERGVGMVFQSYALYPHLSVAENMSFGL3 The silent modules appear to maintain 3D structural relationships between functionall modules

  24. The list of modules revealed in the map for a given protein sequence, with reference to corresponding (characterized) networks of the pre-calculated sequence space provides full annotation of the protein

  25. Protein sequence characterization via networks in the sequence space does not require gap penalties, nor substitution matrices, nor statistics of alignment. Every sequence fragment of interest may belong to one and only one network.

  26. Descriptive definition of protein modules: Their sequences are represented by networks in the protein sequence space - separate network (or group of related networks) for each module. Each module has its own unique structure. Typically, these are closed loops of the contour length 25-30 residues. Apart from general activity ascribed to the protein that harbors given module, each module type has its own specific function. Individual modules even of the same type are sequence-wise often different. Their evolutionfrom ancestral prototypes may be traced along walks and networks in the sequence space.

  27. Examples of evolutionarypaths

  28. KVALVGRSGSGKTTVTSLLM FIAVEGIDGAGKTTLAKSLS GxxxxGKT - Walker A motif (NTP binding)

  29. MOST COMMON PROTEIN SEQUENCE MODULES (PROTOTYPES) Aleph GEIVLLVGPSGSGKTTLLRALAGLLGPDGG Beth LSGGQRQRVAIARALALEPKLLLLDEPTSALD Gimel DVVVIGAGGAGLAAALALARAGAKVVVVE Dalet RRGIGMVFQEYALFPHLTVLENVALGL Heh PVIMLTARGDEEDRVEALLEAGADDYLTKPF Vav LLGLSKKEARERALELLELVGLEEKADRYP Zayin LLLKLLKELGLTVLLVTHDLEEA Berezovsky et al. 2000-2003 The underlined motifs are omnipresent

  30. Omnipresent 6-9 mers of 15 prokaryotes from different phyla ALEPH ATP/GTP binding 1HVDHGKTTL 2GPPGTGKT 3 GHVDHGKT 4 GSGKTTLL 5 IDTPGHV 6 GPSGSGK 7 PTGSGKT 8 NGSGKTT 9 GKSTLLN 10 SGSGKT 11 TGSGKS 12 PGVGKT 13 PNVGKS 14 GVGKTT 15 GTGKTT 16 DHGKST 17 GKTTLA 18 GKTTLV 19 KSTLLK BETH ATPases of ABC transporters 20 QRVAIARAL 21 LSGGQQQRV 22LADEPT 23 TLSGGE Other omni: 24 FIDEID 25 KMSKSL 26WTTTPWT 27NADFDGD Omnipresence is a new measure of sequence conservation. These elements are the most conserved ones, coming, presumably from last common ancestor

  31. Many of the 27 omnipresent elements do not match to one another (e. g. WTTTPWT and QRVAIARAL) yet, they turn out to belong to the same network.

  32. ALEPH and BETH reconstructed from overlapping omnipresent motifs turn out to be relatives, though they do not match: IDTPGHVDHGKTTLLN ALEPH | TLSGGQQQRVAIARAL BETH They both belong to 10% monster network. All 27 omnipresent elements belong to the same network

  33. 10% MONSTER network (107 fragments)

  34. Sequence space based evolutionary tree of omnipresent elements

  35. All 27 omnipresent LUCA motifs originate from one prototype sequence, which is: (now skipping separate two two-hour lectures) Ala Ala Ala Ala Gly Ala Ala Gly Gly Ala GlyGly GlyGly encoded in GCC GCC GCC GCCGGCGCC GCC GGC GGC GCC GGC GGC GGC GGC which is self-complementary: GCC GCC GCC GCCGGCGCC GCC GGC GGC GCC GGC GGC GGC GGC GCC GCC GCC GCCGGCGCC GCC GGC GGC GCC GGC GGC GGC GGC

  36. The very first gene was a short duplex, encoding the same thing in both strands

  37. TO CONCLUDE: Proteins are made from standard size modules of many types. Each type has its unique structure and function, but highly variable sequence All current protein science turns inside out: Protein world is world of modules

  38. Every breakthrough that opens new vistas also removes the ground from under the feet of other scientists. The scientific joy of those who have seen the new light is accompanied by the dismay of those whose way of life has been changed for ever. Fersht A, Nature Rev Mol Cell Biol, 2008

  39. Major references: Papers of Igor N. Berezovsky, Zakharia M. Frenkel, Yehoshua Sobolevsky and E.N.T. 2006-2009

  40. THANKS TO Networks - Zacharia M. Frenkel University of Haifa Omnipresent motifs - Yehoshua Sobolevsky University Minas Gerais, Brazil Modules – closed loops – Igor N. Berezovsky University of Bergen, Norway AND TO THE AUDIENCE Support by: Israeli Science Foundation, Center of Complexity Science, and Masaryk University, Brno

  41. Changing gears: Reconstruction of evolutionary history of the triplet code (Trifonov 2000-2003)suggests that the earliest protein sequences could be presented in the binary alphabet of two types of amino acids – those encoded by xYx triplets (Ala family, A) and those encoded by xRx triplets (Gly family, G).

  42. EVOLUTION OF THE TRIPLET CODE E. N. Trifonov, December 2007, Chart 101 Consensus temporal order of amino acids: UCX CUX CGX AGY UGX AGR UUY UAX Gly AlaAsp Val SerPro Glu Leu Thr Arg Ser TRM Arg Ile Gln Leu TRM Asn Lys His Phe Cys Met Tyr Trp Sec Pyl 1 GGC-GCC . . . . . . . . . . . . . . . . . | . . . . . . . . 2 | | GAC-GUC . . . . . . . . . . . . . . . | . . . . . . . . 3 GGA--|---|---|--UCC . . . . . . . . . . . . . . | . . . . . . . . 4 GGG--|---|---|---|--CCC . . . . . . . . . . . . . | . . . . . . . . 5 | | (gag)-|---|---|--GAG-CUC . . . . . . . . . . . | . . . . . . . . 6 GGU--|---|---|---|---|---|---|--ACC . . . . . . . . . . | . . . . . . . . 7 . GCG--|---|---|---|---|---|---|--CGC . . . . . . . . . | . . . . . . . . 8 . GCU--|---|---|---|---|---|---|---|--AGC . . . . . . . . | . . . . . . . . 9 . GCA--|---|---|---|---|---|---|---|---|--ugc . . . . . . . | . . UGC . . . . . 10 . . | | | CCG--|---|---|--CGG | | . . . . . . . | . . | . . . . . 11 . . | | | CCU--|---|---|---|---|---|--AGG . . . . . . | . . | . . . . . 12 . . | | | CCA--|---|---|---|---|--ugg | . . . . . . | . . | . . UGG . . 13 . . | | UCG------|---|---|--CGA | | | . . . . . . | . . | . . . . . 14 . . | | UCU------|---|---|---|---|---|--AGA . . . . . . | . . | . . . . . 15 . . | | UCA------|---|---|---|---|--UGA . . . . . . . | . . | . . . UGA . 16 . . | | . . | | ACG-CGU | | . . . . . . . | . . | . . . . . 17 . . | | . . | | ACU-----AGU | . . . . . . . | . . | . . . . . 18 . . | | . . | | ACA---------ugu . . . . . . . | . . UGU . . . . . 19 . . GAU--|-----------|---|----------------------AUC . . . . . | . . . . . . . . 20 . . . GUG----------|---|-----------------------|--cac . . . . |CAC . . . . . . . 21 . . . | . . | CUG----------------------|--CAG . . . . | | . . . . . . . 22 . . . | . . | | . . . . . aug-cau . . . . |CAU . . AUG . . . . 23 . . . | . . GAA--|-----------------------|---|--uuc . . . | . UUC . . . . . . 24 . . . GUA--------------|-----------------------|---|---|--uac . . | . | . . UAC . . . 25 . . . | . . . CUA----------------------|---|---|--UAG . . | . | . . | . . UAG 26 . . . GUU--------------|-----------------------|---|---|---|--AAC . | . | . . | . . . 27 . . . . . . . CUU----------------------|---|---|---|---|--AAG| . | . . | . . . 28 . . . . . . . . . . . . . | CAA-UUG | | | | . | . . | . . . 29 . . . . . . . . . . . . . AUA------|--uau | | | . | . . UAU . . . 30 . . . . . . . . . . . . . AUU------|---|--AAU | | . | . . . . . . 31 . . . . . . . . . . . . . . . UUA-UAA | | . | . . . . . . 32 . . . . . . . . . . . . . . . uuu---------AAA| . UUU . . . . . . CONSECUTIVE ASSIGNMENT OF 64 TRIPLETS CODON CAPTURE aa "age": 17 17 16 16 15 14 13 13 12 11 10 9 8 7 6 5 4 3 2 1

  43. Theconclusion about two alphabets is strongly supported by respective rearrangementsof substitution matrices: A F I L M P TV|CD E G H K N Q R W Y A1 1 | 1 4 F | I1 1 3| AlaL1 3 1| alphabet M1 3 1| P1 | T1 | V3 1 1 |_____________________ C | D | 3 2 1 E | 3 1 2 G 1 | GlyH | 2 3 1 alphabet K | 1 2 N | 2 1 2 1 Q | 1 2 3 1 R | 1 2 1 1 W | 1 2 Y 4 | 2 Rearranged PAM120 substitution matrix (original matrix in Altschul SF, JMB 219, 555, 1991)

  44. A F I L M P TV|CD E G H K N Q R W Y A | F | 1 3 I2 1 3| Ala L2 2 1| alphabet M1 2 1| P | T | V3 1 1|_____________________ C | D | 2 1 E | 2 1 2 G | GlyH | 1 2 alphabet K | 1 1 2 N | 1 1 Q | 2 1 1 R | 2 1 W 1 | 2 Y 3 | 2 2 Rearranged BLOSUM substitution matrix (original matrix in Henikoff S, Henikoff JG, PNAS 89, 10915,1992)

  45. Rewriting modern amino acid sequence in the binary form would suggest what was the ancestral form of that sequence, all the way to original Alanines and Glycines only

  46. In binary form ALEPH and BETH are rather similar AGAAGGAGGGGAAAAG ++-+-+++++++++ AASGGGGGGAAAAGAA Compare to IDTPGHVDHGKTTLLN + TLSGGQQQRVAIARAL

  47. According to the same theory (reconstruction of evolutionary history of the triplet code) the earliest proteins have been encoded in both strands of the genes-duplexes, so that the xYxcodons of one strand would be complementary to xRx codons of another strand. Remarkably, the above ALEPH and BETH are, indeed, complementary: ALEPHAGAAGGAGGGGAAAAG |||||||||||- BETHAASGGGGGGAAAAGAA

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