Monday 2:30 - 3:30p,
Wednesday 8 - 9p,
Thursday 11:30a - 12:30p and 2 - 3p,
Friday 2:30 - 3:30p,
and by appointment or visit
This course, which is intended for the mathematics major who is enrolled in the secondary education program,provides a bridge and establishes connections between the college level mathematics required of the mathematics major and the mathematics ofthe secondary school curriculum.
The word geometry means measurement of the earth. We will consider systems of geometry for measuring an idealised conception of the earth (Euclidean) the actual earth (spherical) and a possibility for measuring the universe (hyperbolic). This course will take a more personal philosophical perspective on geometry rather than a computational or result-based perspective. In this class we will use several different methods to analyse geometries.
INTERDEPARTMENTAL 101: First Semester Seminar - Does Anybody Really Know What Time, Day, Month or Year It Is?
INTERDEPARTMENTAL 101: First Semester Seminar - Infinity, the Fourth Dimension and Geneseo
INTERDEPARTMENTAL 101: First Semester Seminar - Reality Bites
INTERDEPARTMENTAL 301: Topics in Secondary Mathematics
MATHEMATICS 101: Welcome to the Math Major
MATHEMATICS 104: Mathematical Ideas
MATHEMATICS 140: Mathematical Concepts for Elementary Education I
MATHEMATICS 141: Mathematical Concepts for Elementary Education II
MATHEMATICS 160: Elements of Chance
MATHEMATICS 221: Calculus I
MATHEMATICS 222: Calculus II
MATHEMATICS 223: Calculus III
MATHEMATICS 228: Calculus II for Biologists
MATHEMATICS 233: Elementary Linear Algebra
MATHEMATICS 239: Introduction to Mathematical Proof
MATHEMATICS 315: Combinatorics
MATHEMATICS 330: Abstract Algebra
MATHEMATICS 335: Foundations of Geometry
MATHEMATICS 338: Topology
MATHEMATICS 348: Oral Presentation & Research Seminar
MATHEMATICS 350: Vector Analysis
MATHEMATICS 371: Complex Analysis
MATHEMATICS 380: Galois Theory
MATHEMATICS 380: Differential Geometry
MATHEMATICS 380: Visual Mathematics
MATHEMATICS 390: History of Mathematics
MATHEMATICS 470: History and Fundamental Concepts of Mathematics
The
Casson-Walker-Lescop invariant and link invariants, Journal
of Knot Theory and Its Ramifications, Vol. 14, No. 4 (2005) 425-433.
Bandpass
moves and the Casson-Walker-Lescop invariant, New York Journal
of Mathematics, Vol. 10 (2004), 231-247.
Modern Geometry and the End of
Mathematics, in MAA notes #68 From
Calculus
to Computers: Using the Last
200 Years of Mathematics History in the Classroom, 2005.
Conferences
AMS national meeting in New Orleans, January 10 - 13, 2001.
MAA national MathFest in Burlington, VT, July 31 - August 4, 2002
Return to: Mathematics Department, SUNY Geneseo.