Course Offerings (GSAS Bulletin)
REQUIRED COURSES
Courses selected for the COB program are selected from participating home departments to provide students with a disciplinary foundation and the breadth of an interdisciplinary approach to science. All COB students, regardless of home department, are required to enroll in four semesters of the COB Research Seminar.
In addition, each student is required to enroll in required courses specific to his/her home department, as listed below. Some of these required courses, as appropriate, may also be used by students as a crossover or elective course. Additional information on these and other courses may be accessed through the Web sites of individual home departments.
Note: COB students whose home department is the Mount Sinai School of Medicine should check their graduate handbook at http://fusion.mssm.edu/gradschool/courses/course.cfm for the description of their required biology core courses (Biochemistry and Molecular Biology: Core I and Cell Biology: Core II) and possible electives/crossover courses. All COB students may check that site for possible elective/crossover courses.
COB Research Seminar G24.2200 Offered each term, with content varying from semester to semester. Prerequisite: enrollment in the computational biology doctoral program or permission of the instructor. 3 points per term.
The many concerted initiatives in genomics, bioinformatics, biomolecular structure determination, computational neurobiology, and biological imaging and the development of analytical and computational tools have immense ramifications on every aspect of our lives—from health to technology to law. Such developments have evolved from foundations laid by many pioneers in the biochemical sciences and allied fields. This seminar introduces students to emerging disciplines that helped establish the field of computational biology through lectures and readings from the scientific literature, both technical (journal articles) and general (books about science and scientists). It seeks to both familiarize students with the field’s evolution, as well as help students develop a critical eye for conducting research in the field.
BASIC MEDICAL SCIENCES (SACKLER INSTITUTE)
Foundations of Cell and Molecular Biology I, IIG16.2001, 2002 Lecture and conference. I offered every fall; II offered every spring. Prerequisites: basic biochemistry and cell biology. 6 points per term.
BIOLOGY
Bio Core 1: Molecules and CellsG23.1001 4 points.
Bio Core 3: Genes, Systems, and Evolution
G23.1002 4 points.
COMPUTER SCIENCES
Honors Programming LanguagesG22.3110 Prerequisite: permission of the instructor. 4 points.
Honors Analysis of Algorithms
G22.3520 Prerequisites: G22.1170 or one semester of undergraduate algorithms, and permission of the instructor. 4 points.
MATHEMATICS
Numerical Methods I, IIG63.2010, 2020 Corequisite: linear algebra. 3 points.
CHEMISTRY
Students select two courses from the following.Biochemistry I, II
G25.1881, 1882 Prerequisites: college courses in organic chemistry for G25.1881; G25.1881 for G25.1882. 4 points per term.
Statistical Mechanics
G25.2600 4 points.
Biomolecular Modeling
G25.2601 Prerequisite: basic programming experience. 4 points.
CENTER FOR NEURAL SCIENCE
Cellular, Molecular, and Developmental NeuroscienceG80.2201 4 points.
Sensory and Motor Systems
G80.2202 4 points.
SAMPLE CROSSOVER AND ELECTIVE COURSES
BASIC MEDICAL SCIENCES (SACKLER INSTITUTE)
Principles of Structural BiologyG16.2004 4 points.
Bioinformatics
G16.2604 Prerequisites: a thorough understanding of theoretical and practical aspects of molecular biology and some university-level mathematics and statistics; no prior knowledge of computer programming or computer hardware is necessary. 4 points.
Advanced Topics in Structural Biology
G16.4403 Prerequisite: G16.2004. 4 points.
Fundamental Concepts of Magnetic Resonance Imaging
G16.4404 Prerequisites: calculus, linear algebra, general physics, general chemistry, and electromagnetism I and II (optional). 3 points.
Cryoelectron Microscopy of Macromolecular Assemblies
G16.4408 3 points.
Advanced Magnetic Resonance Imaging
G16.4409 Prerequisite: G16.4404 6 points.
BIOLOGY
Bioinformatics and GenomesG23.1127 Prerequisites: calculus I and II, demonstrated interest in computation, and permission of the instructor. 4 points.
Genomics
G23.1128 4 points.
Statistics in Biology
G23.2030 Lecture and laboratory. Prerequisites: college algebra and/or calculus. 4 points.
COMPUTER SCIENCE
Fundamental AlgorithmsG22.1170 Prerequisites: at least one year’s experience with a high-level language such as Pascal, C, C++, or Java; knowledge of assembly language; and familiarity with recursive programming methods and with data structures (arrays, pointers, stacks, queues, linked lists, binary trees). 3 points.
Programming Languages
G22.2110 3 points.
Scientific Computing
G22.2112 Prerequisites: multivariate calculus, linear algebra, and basic probability. C/C++ programming very helpful. 3 points.
Machine Learning
G22.2565 Prerequisites: undergraduate course in linear algebra and strong programming skills for implementation of algorithms studied in class. Recommended: knowledge of vector calculus, elementary statistics, and probability theory. 3 points.
Foundations of Machine Learning
G22.2566 3 points.
Special Topics in Computer Science
G22.3033 3 points.
MATHEMATICS
Special Topics in Numerical AnalysisG63.2011 3 points.
Methods of Applied Mathematics
G63.2701 Corequisites: undergraduate advanced calculus, ordinary differential equations, and complex variables. 3 points.
Special Topics in Mathematical Biology
G63.2851, 2852 3 points.
Special Topics in Mathematical Physiology
G63.2855, 2856 3 points.
CHEMISTRY
Mathematical Methods in ChemistryG25.2626 4 points.
CENTER FOR NEURAL SCIENCE
Mathematical Tools for NeuroscienceG80.2206 Open to doctoral candidates in fields relevant to neural science. Prerequisites: undergraduate calculus and some programming experience. 4 points.
Simulation and Data Analysis
G89.2233 Prerequisite: a statistics course, G80.2206, or permission of the instructor. 3 points.
Linear Systems
G89.2236 Prerequisite: a semester of calculus or permission of the instructor. 3 points.
Introduction to linear systems theory and the Fourier transform. Intended for those working in biological vision or audition, computer vision, and neuroscience and assumes only a modest mathematical background.
