Philosophy
PHIL G4415. Introduction To Formal Logic. 4 pts. Sentential
and first-order logic, the significance of a formal system, and its use for
the analysis of meaning and language. Technical exercises are combined with
analysis and parsing of English texts. There is a required weekly discussion
section in addition to the lectures.
Course
Number
|
Call Number/
Section
|
Days & Times/
Location
|
Instructor
|
Enrollment
|
|
|
Autumn 2009 :: PHIL G4415
|
|
PHIL
4415
|
75779
001
|
MW 2:40p - 3:55p
614 Schermerhorn Hall
Th 4:10p - 7:00p
207 Mathematics Building
|
A. Varzi
|
22 / 22
|
|
|
Spring 2010 :: PHIL G4415
|
|
PHIL
4415
|
27946
001
|
MW 1:10p - 2:25p
310 Fayerweather
|
J. Helzner
|
15
|
|
PHIL G4501. Theory of Knowledge. 3 pts. Knowledge of the
external world, of other persons, and of ourselves. Selections from
traditional and modern texts studied.
Course
Number
|
Call Number/
Section
|
Days & Times/
Location
|
Instructor
|
Enrollment
|
|
|
Spring 2010 :: PHIL G4501
|
|
PHIL
4501
|
61279
001
|
Th 9:00a - 10:50a
TBA
|
J. Collins
|
15
|
|
PHIL G4561. Probability and Induction. 3 pts. Contemporary
developments and major philosophical problems in the analysis of
nondemonstrative reasoning.
PHIL G4574. The Scientific Revolution. 3 pts. Selected
episodes in the Scientific Revolution (16th-18th centuries) in relation to
contemporaneous and later developments in philosophy, especially philosophy
of science.
PHIL G4675. The Direction of Time. 3 pts. A survey of the
various attempts to reconcile the macroscopic directionality of time with the
time-reversibility of the fundamental laws of physics. The second law of
thermodynamics, the concept of entropy, statistical mechanics, cosmological
problems, the problems of memory, the possibility of multiple time
directions.
CSPH G4801. Mathematical Logic, I. 3 pts. Syntax and
semantics. Deductive systems. Completeness and compactness theorems.
First-order calculi. Godel's completeness theorem. Basic model theory.
Skolem functions. Skolem-Lowenheim theorems.
CSPH G4802. Mathematical Logic, II: the Incompleteness Results. 3
pts. First-rule number theory. Computable functions and relations.
Decision problems and fixed-point theorems. Godel's incompleteness theorem.
Church's undecidability theorem. Indefinability of the truth predicate.
Undecidability of various theories.
PHIL G6551. The Philosophy of Science. 3 pts. The logic of
inquiry in natural sciences: substantive as well as methodological concepts
such as cause, determination, measurement, error, predication, and reduction.
The roles of theory and experiment.
PHIL G9232. Physics and Philosophy In the 17th Century. 3 or 6
pts. The philosophically important aspects of the development of
physical science in the 17th century: the conception of scientific method and
the elaboration of the fundamental concepts of classical mechanics. Readings
from Aristotle, medieval theories, Galileo, Descartes, Huyghens, Leibniz,
Boyle, Newton, and Locke.
PHIL G9503. Topics In the Philosophy of Science. 3 or 6 pts. Ph.
Kitcher Focus on some questions that have been much-discussed in
recent philosophy of science and some that have been neglected. Considers the
claims of the sciences to deliver truth (or approximate truth), the relations
between truth to other values, the social character of scientific knowledge,
and the role(s) of scientific knowledge in a democratic society.
PHIL G9576. The Philosophy of Space and Time. 3-6 pts. The
philosophical foundations of the special and general theories of relativity.
Readings from the texts of Sklar, Friedman, Reichenbach, and others will be
assigned.
PHIL G9577. Topics In the Foundations of Quantum Mechanics. 3 or 6
pts A discussion of the various attempts to solve the problem of
measurement in Quantum Mechanics, with an emphasis on theories without a
collapse of the wave function and the many-worlds interpretation. A variety
of related topics such as self-measurement and Quantum Cosmology will also be
treated.
Physics
PHYS G4003. Advanced Mechanics. 3 pts. Lagrange's
formulation of mechanics, calculus of variations, the Action Principle,
Hamilton's formulation of mechanics, rigid body motion, Euler angles,
continuum mechanics, introduction to chaotic dynamics.
Course
Number
|
Call Number/
Section
|
Days & Times/
Location
|
Instructor
|
Enrollment
|
|
|
Spring 2010 :: PHYS G4003
|
|
PHYS
4003
|
13198
001
|
MW 11:00a - 12:15p
420 Pupin Laboratories
|
E. Ponton
|
11
|
|
PHYS G4019. Mathematical Methods of Physics. 3 pts.
Highlights of complex analysis, differential equations, integral equations,
Green's functions, special functions, Fourier and other transforms,
approximation methods, group theory and representations, differential
geometry and manifolds. Emphasis on applications to physical problems.
Course
Number
|
Call Number/
Section
|
Days & Times/
Location
|
Instructor
|
Enrollment
|
|
|
Autumn 2009 :: PHYS G4019
|
|
PHYS
4019
|
09888
001
|
MW 10:35a - 11:50a
514 Altschul Hall
M 9:00a - 12:00p
514 Altschul Hall
|
T. Halpin-Healy
|
13
|
|
PHYS G4021. Quantum Mechanics. 3 pts. The formulation of
quantum mechanics in terms of state vectors and linear operators, three
dimensional spherically symmetric potentials, the theory of angular momentum
and spin, time-independent and time-dependent perturbation theory, scattering
theory, identical particles
Course
Number
|
Call Number/
Section
|
Days & Times/
Location
|
Instructor
|
Enrollment
|
|
|
Autumn 2009 :: PHYS G4021
|
|
PHYS
4021
|
12846
001
|
TuTh 9:35a - 10:50a
420 Pupin Laboratories
Th 9:00a - 12:00p
420 Pupin Laboratories
|
A. Mueller
|
29
|
|
PHYS G4023. Thermal and Statistical Physics. 3 pts. Pre or
co-requisite: G4021. Thermodynamics, kinetic theory, and methods of
statistical mechanics; energy and entropy; Boltzmann, Fermi, and Bose
distributions; ideal and real gases; blackbody radiation; chemical
equilibrium; phase transitions; ferromagnetism.
Course
Number
|
Call Number/
Section
|
Days & Times/
Location
|
Instructor
|
Enrollment
|
|
|
Autumn 2009 :: PHYS G4023
|
|
PHYS
4023
|
16048
001
|
TuTh 1:10p - 2:25p
329 Pupin Laboratories
|
T. Heinz
|
33
|
|
PHYS G4302. General Relativity and Black Holes. 3 pts.
Special relativity and its role in physics, the Newtonian theory of gravity
from Einstein's viewpoint, the equivalence principle, differential geometry
and geodesics, Einstein's equations, light bending and gravitational lensing,
Newtonian thermodynamics of black holes.
PHYS G4386. Geometrical Concepts In Physics. 3 pts. Material
from topology and differential geometry with illustrations of their use in
electrodynamics, general relativity, and Yang-Mills theory. In particular,
topological and differential manifolds, tensors, vector bundles, connections,
and Lie groups.
PHYS G6020. Early Universe Cosmology and Particle Astrophysics. 3
pts. Review of the standard Friedmann-Robertson-Walker Universe, the
classical cosmological tests (age of the Universe, distances, etc.).
Big-bang nucleosynthesis, neutrino astrophysics, cosmological consequences of
new elementary particles, the dark-matter problem, large-scale structure and
the cosmic microwave background, and inflation.
PHYS G6036. Statistical Mechanics. 3 pts. Fundamentals of
statistical mechanics; theory of ensembles; quantum statistics; imperfect
gases; cooperative phenomena.
Course
Number
|
Call Number/
Section
|
Days & Times/
Location
|
Instructor
|
Enrollment
|
|
|
Autumn 2009 :: PHYS G6036
|
|
PHYS
6036
|
88097
001
|
TuTh 10:35a - 11:50a
214 Pupin Laboratories
Tu 9:00a - 12:00p
224 Pupin Laboratories
|
M. Ruderman
|
15
|
|
PHYS G6037. Quantum Mechanics, I. 3 pts.
Prerequisites: Physics G4021-G4022, or their equivalents The fundamental principles of
quantum mechanics; elementary examples; angular momentum and the rotation
group; spin and identical particles; isospin; time-independent and
time-dependent pertubation theory.
Course
Number
|
Call Number/
Section
|
Days & Times/
Location
|
Instructor
|
Enrollment
|
|
|
Autumn 2009 :: PHYS G6037
|
|
PHYS
6037
|
91296
001
|
MW 9:00a - 10:15a
329 Pupin Laboratories
|
B. Altshuler
|
28
|
|
PHYS G6438. Quantum Field Theory. 3 pts. Introduction to the
conceptual framework and the calculational tools of perturbative quantum
field theory. Intended for those with an enthusiastic interest in using
quantum field theory for mathematical and/or physical applications but who
may lack the standard graduate physics level background. Classical
mechanics, developments of quantum mechanics and quantum field theory.
Certain phenomenological aspects of quantum field theory are sacrificed in
order to have time to cover all of these essential formal developments.
There are currently no cross-listed courses for your department.