Bioinformatics II. Advanced Genome Informatics.
BCB/GDCB/STAT/COM S 568 Brendel Spring 2008
Time & Location: Tu, Th 9:30A - 10:50A (Units: 3); 1424 MBB
Instructors: Volker Brendel (2112 MBB; Tel.: 294-9884) Michael Sparks (2128 MBB; Tel.: 294-4063)
Teaching Philosophy:
emphasizes integration of research and textbook learning
and interdisciplinary study.
Email: VB, vbrendel@iastate.edu;
MS, mespar1@iastate.edu
WWW:
http://gremlin1.gdcb.iastate.edu/~volker/
Office Hours: by appointment
Grades: will be determined as described
below.
Schedule:
http://gremlin1.gdcb.iastate.edu/~volker/teaching/bcb568schedule.html
Computing Resources:
You may need access to UNIX or LINUX based computers for your project assignments.
Synopsis
Precipitated by an enormous increase in molecular sequence data (both DNA and protein),
computational tools have become essential to molecular biology and genome research.
Expertise in computational biology/bioinformatics is in great demand, and some level of
proficiency in the subject is expected of anyone engaged in biological research at the
molecular level. This course seeks to provide a general introduction to the subject as
well as a discussion of several current research topics, with emphasis on statistical
concepts and approaches. In this respect, this course is complementary to other courses
offered at ISU that emphasize algorithmic issues and solutions
(BCB 567,
BCB 549).
Lectures will cover the biological motivation of various problems and the theoretical
foundations of modeling solutions. Homework assignments will include excercises and
programming tasks for practical applications.
Topics will include:
statistical sequence models, Markov models, Hidden Markov models,
score-based sequence analysis, amino acid substitution scoring matrices, gene structure
prediction.
The goal of the class is to prepare students to critically read and contribute to the
relevant research literature.
Prerequisites
This interdisciplinary course is primarily directed at graduate and advanced undergraduate students
in biology, computer science, statistics, or related disciplines who aspire to a professional career
in this field. Familiarity with basic concepts and knowledge in molecular biology and statistics
as well as programming experience (Perl, C, or C++) are assumed. Prerequisite courses are BCB 567,
BBMB 301, Biol 315, Stat 430, and credit or enrollment in Gen 411.
Good sources for fundamental probability and statistics concepts are
-
Taylor, H.M. & Karlin, S. (1998) An Introduction to Stochastic Modeling. 3rd edition. Academic Press, San Diego, USA.
and
-
Feller, W. (1971) An Introduction to Probability Theory and its Applications. Vol. 1, 2nd edition. John Wiley & Sons, New York.
A suitable text for the genetics and molecular biology background is
-
Atherly, A.G., Girton, J.R. & McDonald, J.F. (1999) The Science of Genetics. Saunders College Publishing, Fort Worth, USA.
Textbooks
There are now a growing number of good textbooks on bioinformatics and computational biology.
We will not follow any particular text.
However, some of the material in the course is covered in the textbooks, typically with different
emphasis and exposition.
Students are expected to take notes during lectures and to study the material independently outside
of the classroom using textbooks of their choice or original sources.
Some texts are available in the BCB office, MBB 2014, for perusal and short-term borrowing.
Selected Journals
Students will be expected to read current research literature in the field. The following list
provides a selected relevant journals that are electronically accessible from ISU accounts.
For more choices, see
e-Journals @ ISU.
Assignments
Homework assignments will be posted regularly to deepen understanding of the lecture
material (~3 assignments total).
Written answers will be due two weeks after the assignment is posted (unless specified otherwise).
Expectations for the final project are perhaps best summarized in
this dialogue.
Grading
In addition to the graded homework, there will be a written midterm examination, and students
will also be called upon to discuss current literature and submit a final project.
Approximate weights for the class grade: homeworks 1 and 2, 15% each; midterm examination, 20%
(maximum of midterm I and midterm II scores); homeworks 4 and 5, 15% each;
final project, 20% (note: as an alternative to the final project, submit solutions to homework
problem set 3).