- Effie Kalfagianni
- Professor of Mathematics
*Office:*D-323 Wells Hall*Phone:*(517) 353-6333*Fax:*(517) 432-1562*E-mail:*kalfagia (AT) math.msu.edu*Current office hours:*By appointment

Invariants in Low Dimensional Geometry, Gazi University in Ankara, Turkey, 10-14 August 2015

Redbud Topology Conference, Oklahoma State University, Stillwater, April 2-5, 2015

AMS Central meeting, MSU, East Lansing, March 14-15, 2015

3rd annual Midwest Women in Mathematics Symposium (WIMS), Chicago March 7, 2015

Combinatorics, Geometry and Physics, ESI, Vienna, June-July, 2014

Central Section AMS Meeting, Washington University, St. Louis, MO, October 18-20, 2013

Geometric Topology in Cortona (in honor of Riccardo Benedetii for his 60th birthday), Cortona, Italy, June 3-7, 2013

Quantum Topology and Hyperbolic Geometry in Nha Trang, Vietnam May 13-17, 2013

Knots in Washington XXXV, George Washington University, Washington DC,December 7-9, 2012

Special Session on Geometry and invariants of 3-manifolds, AMS Meeting, E. Lansing, MI, March 14-15, 2015

Special Session on Geometric aspects of 3-manifold invariants, AMS Meeting, St. Louis, MO, October 18-20, 2013

BOOK: Interactions Between Hyperbolic Geometry, Quantum Topology and Number Theory

Contemporary Mathematics, 2011. Proceedings of the 2009 FRG-workshop

Special Session on Geometric Aspects of Link and 3-manifold Invariants Joint AMS Meeting, San Francisco, January 2010

Focused Research Group conferences

Geometry/Topology RTG lecture videos

FALL 2014: MATH 960: Algebraic Topology.

FALL 2014: MATH 132: Calculus I.

SPRING 2014: MATH 869: Topology.

SPRING 2014: MATH 309: Linear Algebra.

FALL 2013: MATH 496: An elementary introduction to Knot Theory.

SPRING 2013: MATH 132:Syllabus section 007, section 008

FALL 2012: MATH 496: An elementary introduction to Knot Theory.

FALL 2012: MATH 996: Introduction to 3-manifold topology and geometry.

FALL 2011: MATH 890 (Indep. Study; A. Giambrone and Ch. Lee) and MATH 999 (tutorial; Ch. Balm)

SPRING 2011: MATH 996: Topics in Topology: Braid groups, Knot invariants and Geometry

SPRING 2010: MATH 961; Algebraic Topology

FALL 2009: MATH 960; Algebraic Topology

FALL 2009: MATH 990; Reading course

SPRING 2009: MATH 869: Geometry -Topology

Click here for class information

Syllabus for Geometry-Topology Qualifying Exam

SPRING 2008: MATH 996: Topics in 3-d topology

with C. Cornwell; Summer 2009: Columbia University, NYC

with C. Balm, C. Cornwell, T. Jaeger;Summer 2010: Banach Center, Warsaw

with C. Cornwell and T. Jaeger; Spring 2011: Graduation, MSU

with C. Lee and J. Purcell; Spring 2012:, Moab Topology conference, UT

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