Genome Evolution Course 2009-2010
www.yanaiweb.com/genome
Itai Yanai, Technion – Israel Institute of Technology
Problem Set #1 assigned October 18th, 2009
To be submitted as hard-copy in English or Hebrew on
October 25th, 2009 (at the beginning of class, 9:30am).
E-mail submissions will not be accepted.
Problem 1: Evolutionary games
A) A lucky lineage? Can you prove that at some point in past a woman gave birth to a daughter who in turn had a daughter, who had a daughter (repeat 300 times), who then had a son, who had a son (repeat 300 times)?
B) More ancestors than atoms in the universe? You have two parents, four grandparents, eight great-grandparents, etc. Did you have 2^10,000 great-great-…-great grandparents 10,000 generations ago? What’s going on here?
Problem 2: Experimental evolution. Humans have a lifespan of ~80 years. Describe a ‘new society’ in which after 1,000 years the average age is 120?
Problem 3: Lamarckian evolution. Explain what Lamarck’s and Darwin’s theories of evolution have in common and where they differ.
Problem 4: Evolution and Progress. It is a common error to equate evolution with progress. Describe a scenario where evolution proceeds in a circuitous route instead of a straight line. A population of giraffes evolving an increasingly longer neck may be thought of as an evolutionary straight line.
Problem 5: Hands-on Genomics
The Genome Bioinformatics Group of UC Santa Cruz has put together a very useful genome browser. For this exercise, I suggest that you learn to use the browser by choosing a gene of interest or a random one (see below) and describe its genomic neighborhood. The questions are:
· How many genes are located in the 1MB upstream and downstream of it.
· Are CpG islands found upstream of its transcription?
· Does the gene appear to undergo alternative splicing according to EST’s?
How to get started: