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1 Genome Rearrangements João Meidanis São Paulo, Brazil December, 2004
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Page 1: 1 Genome Rearrangements João Meidanis São Paulo, Brazil December, 2004.

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Genome RearrangementsJoão Meidanis

São Paulo, Brazil

December, 2004

Page 2: 1 Genome Rearrangements João Meidanis São Paulo, Brazil December, 2004.

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AGENDA

1. Summary

2. Genome comparison

3. Rearrangement events

4. Example: mouse vs. human (X-chromosome)

5. Rearrangement distance

6. Known results

7. Current research lines

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• One of the big challenges of contemporary Biology is to measure evolution

• Besides point mutations, evolution is known to occur by means of movements of large chunks of DNA (genome rearrangements)

• The advent of entire genomes brings a whole new facet to this issue

• As a first estimate of the amount of evolution between two species, one can use the formula

number of events

unit of time

• Our research focus on efficient ways of computing the number of rearrangement events between two or more genomes

SUMMARY

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AGENDA

1. Summary

2. Genome comparison

3. Rearrangement events

4. Example: mouse vs. human (X-chromosome)

5. Rearrangement distance

6. Known results

7. Current research lines

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GENOME COMPARISONPoint mutations

...TATCGATAGACCACTG...

...TATC--TAGACGACTA...

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GENOME COMPARISONGenome rearragements

A

B

C

D

E

F

G

H A

B

C

D

E

F

G

H

Movement of large segments within the genome.

Above, segment E – F – G flips over

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AGENDA

1. Summary

2. Genome comparison

3. Rearrangement events

4. Example: mouse vs. human (X-chromosome)

5. Rearrangement distance

6. Known results

7. Current research lines

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REARRANGEMENT EVENTS

• Insertion / Deletion

• Reversal

• Transposition

• Fission / Fusion

• Block Interchange

• Others: duplication, genome doubling

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INSERTION / DELETIONGene gain / loss between genomes

A B

C

D

E

FG

H

I

J

A B

C

D

E

G

H

I

J

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REVERSALA segment is reversed between genomes

A B

C

D

E

FG

H

I

J

A B

C

D

E

F

G

H

I

J

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TRANSPOSITIONA segment moves to a new position

(or: exchange of two adjacent segments)

A B

C

D

E

FG

H

I

J

A B

E

F

G

CD

H

I

J

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FISSION / FUSIONGenome breaks in two / Two genomes join

A B

C

D

E

FG

H

I

J

A

B

C

D

E

F

G

HI

J

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BLOCK INTERCHANGEExchange of two nonadjacent segments

A B

C

D

E

FG

H

I

J

A B

G

H

E

FC

D

I

J

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AGENDA

1. Summary

2. Genome comparison

3. Rearrangement events

4. Example: mouse vs. human (X-chromosome)

5. Rearrangement distance

6. Known results

7. Current research lines

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Figure 2. X-chromosome: from local similarities, to

synteny blocks, to breakpoint graph, to

rearrangement scenario

EXAMPLE: HUMAN AND MOUSE X-CHROMOSOMEPavel Pevzner et al. Genome Res. 2003; 13: 37-45

Thanks to:

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AGENDA

1. Summary

2. Genome comparison

3. Rearrangement events

4. Example: mouse vs. human (X-chromosome)

5. Rearrangement distance

6. Known results

7. Current research lines

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REARRANGEMENT DISTANCEMaximum parsimony approach

Given two genomes, and a set of events, the rearrangement distance between the genomes is the length of the shortest series of events that transforms one genome into the other.

In the previous example:Genome 1: mouse X-chromosomeGenome 2: human X-chromosomeSet of events: reversals only

Distance: 7 events

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AGENDA

1. Summary

2. Genome comparison

3. Rearrangement events

4. Example: mouse vs. human (X-chromosome)

5. Rearrangement distance

6. Known results

7. Current research lines

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KNOWN RESULTS

• Insertion / Deletion distance: efficient algorithm known

• Reversal distance : efficient algorithm known

• Transposition distance: no efficient algorithm known; approximative algorithms

• Fission / Fusion distance : efficient algorithm known

• Block Interchange distance : efficient algorithm known

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AGENDA

1. Summary

2. Genome comparison

3. Rearrangement events

4. Example: mouse vs. human (X-chromosome)

5. Rearrangement distance

6. Known results

7. Current research lines

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CURRENT RESEARCH LINES

• Solve transposition distance problem

• Comparions of three or more genomes

• Sets with more than one operation, e.g., reversal and transposition distance