For catalog copy and pre-requisites, see the main page for BME100.
Lectures: MWF 3:30-4:40 in Kresge 323.
One lab section a week is required:
T 2-3:30 Crown Computer Lab (Crown 201) OR
W 2-3:10 Crown Computer Lab (Crown 201) OR
You must register for the lab and the course together---neither can be
taken without the other.
WARNING: these are not the times and locations in the Registrar's time
schedule---labs were moved to accomodate demands on Baskin Egnineering
105 and to avoid TA schedule conflicts.
The assignments will be distributed on the web (see http://www.soe.ucsc.edu/~karplus/bme100/f01/homework.html).
The relative weights of the exams and the different types of assignment in the evaluation has not been determined yet---it should be roughly proportional to how much time the different assignments take to do well. We will try to assign points to each assignment as it is given, but the total number of points won't be known until we've created all the assignments.
Collaboration without explicit written acknowledgement will be considered cheating. Collaboration on lab assignments with explicit written acknowledgement is encouraged---guidelines for the extent of reasonable collaboration will be given in class.
Using Transitivity and Strongly Connected Components to Detect Remote Homologues
Abstract: More specific methods for database searching are required because of the exponential growth in sequence databases, which causes an increase in noise levels. The detection of remote homologues is becoming increasingly problematic.
We have developed a novel graph-based clustering algorithm which uses transitivity of homology, that is, inducing homology of proteins A and C from homology of proteins A and B as well as B and C. Also, a surprisingly simple modeling approach yields a high level of robustness with respect to multi-domain proteins which are a relevant source of problems.
We have evaluated the method on SCOP releases 1.37 and 1.53, as well as Swissprot Rel. 39. Our method compares favorably with PSI-Blast. It is also robust with respect to increases in database size and, unlike methods using sequence score statistics dependent on the database, does not require re-computation as sequences are added. Except for the computation of the pair-wise alignment scores, which is expensive but conveniently a perfect idle-task, the clustering method is a linear time algorithm.
This is joint work with Sebastian Schneckener, Eva Bolten, Peter Pipenbacher, Rainer Schrader, and Dietmar Schomburg.
Questions about page content should be directed to
Kevin Karplus