Associate
Professor
Department of Mathematics and Computer Science
Gustavus Adolphus College
Saint Peter, Minnesota 56082
(507) 933-7463
email: tlofaro@gustavus.edu
Education
1.
Ph.D, Boston University 1994
2.
M.A., University of Missouri 1989
3.
B.A., University of Missouri 1984
·
Associate Professor, Gustavus Adolphus College 2004-present
·
Assistant Professor, Gustavus Adolphus College 200-2004
·
Visiting Assistant Professor, Harvey Mudd College 1999-2000
·
Assistant Professor, Washington State University 1993-1999
·
Faculty Fellow, Pacific Northwest Laboratory 1994
·
Research Assistant, Boston University 1991-1993
·
Teaching Fellow, Boston University 1989-1991
·
Teaching Assistant, University of Missouri 1987-1989
·
Operations Research Analyst, Fort Ritchie, MD 1986-1987
·
Chaos & Culture (FTS 100)
·
Calculus with Precalculus Review 1A (MCS 118)
·
Calculus with Precalculus Review 1B (MCS 119)
·
Pre-calculus Mathematics (MCS 120)
·
Calculus I (MCS 121)
·
Calculus II (MCS 122)
·
Linear Algebra (MCS 221)
·
Multivariable Calculus (MCS 222)
·
Applied Mathematics for Physics and Engineering (PHY 230)
·
Differential Equations (MCS 253)
·
Intermediate Differential Equations (at WSU)
·
Advanced Differential Equations (graduate) (at WSU)
·
Applied Analysis (MCS 353)
·
Complex Variables (at WSU)
·
Discrete Dynamical Systems (MCS 357)
·
Mathematical Model Building (MCS 358)
·
Advanced Mathematical Methods in Physics (PHY 370)
1.
H.G. Spencer, T. Dorn, and T. LoFaro (2006) Population
models of genomic imprinting II.
Maternal and fertility selection. Genetics, 173:2391-2398.
2.
A Farahat, T. LoFaro, J. C. Miller, G. Rae and L. A. Ward
(2006) Authority rankings
from HITS, PageRank, and SALSA: existence, uniqueness, and effect of
initialization. SIAM Journal on
Scientific Computing. 27:1181-1201.
3.
T. LoFaro and K.D. Cooper (2003) Nine projects in Differential
Equations with Boundary-Value Problems 6th ed. _by D.G. Zill and
M.R. Cullin, Brooks/Cole.
4.
T. LoFaro and R. Adams (2002) Chasing a polar goose, The UMAP Journal,
23:113-120.
5.
D. Slavit, T. LoFaro and K.D. Cooper (2002) The use of
simulations in developing relational understandings of the solutions of
differential equations, School Science and Mathematics, 102:380-390.
6.
A. Farahat et. al. (2001) Modifications of Kleinberg’s HITS
algorithm using matrix exponentiation and web log records, in Proceedings of
the 24th Annual International ACM SIGIR Conference on Research and
Development in Information Retrieval.
7.
T. LoFaro, J.M. McDill and A.M. Rash (2001) New
visualization software for iterative systems, differential equations and
applied calculus, in Proceedings of the 13th Annual International Conference on
Technology in Collegiate Mathematics. Addison Wesley Longman.
8.
T. LoFaro (2001) GraphicalAnalysis.m, MathSource, http://www.mathsource.com.
9.
A. B. Ellis et. al. (2001) Improving Undergraduate Education
in the Mathematical and Physical Sciences Through the Use of Technology, Report to the
National Science Foundation.
10.
D. Slavit, T. LoFaro and K.D. Cooper (2000) What’s the
difference? Student learning in the technology-rich differential equations
course, in Proceedings
of the 13th Annual International Conference on Technology in
Collegiate Mathematics. Addison Wesley Longman.
11.
K.D. Cooper and T. LoFaro (2000) Creating Java applets on
the fly, in Proceedings of the 13th Annual International Conference
on Technology in Collegiate Mathematics. Addison Wesley Longman.
12.
T. LoFaro and R. Gomulkiewicz (1999) Adaptation versus
migration in demographically unstable populations, Journal of Mathematical Biology,38:571-584.
13.
T. LoFaro and N. Kopell (1999) Timing regulation in a
network reduced from voltage-gated conductance equations, Journal of Mathematical Biology, 38:479-533.
14.
K.D. Cooper, R. Huffaker and T. LoFaro (1999) The resilience
of grassland ecosystems, The UMAP Journal, 20:29-46.
15.
R. Huffaker, K.D. Cooper and T. LoFaro (1999) Small mammal
dispersion, The
UMAP Journal, 20:47-65.
16.
K.D. Cooper and T. LoFaro (1999) Differential equations on
the internet, in Revolutions
in Differential Equations: Exploring ODEs with Modern Technology, MAA Notes
50, ed.
M. Kallaher, Mathematical Association of America.
17.
T. LoFaro (1998) Module on discrete dynamical systems, in ODE Architect,
eds. R. Borrelli and C. Coleman, John Wiley and Sons.
18.
K.D. Cooper and T. LoFaro (1998) A Java code generation
tool, in Proceedings
of the 11th Annual International Conference on Technology in
Collegiate Mathematics. Addison Wesley Longman.
19.
T. LoFaro and K.D. Cooper (1998) Boundary value problems in
a first differential equations course, in Proceedings of the 11th Annual
International Conference on Technology in Collegiate Mathematics. Addison
Wesley Longman.
20.
T. LoFaro (1997) A model of the dynamics of the
Newton-Leipnik attractor, International Journal of Bifurcations and Chaos, 7:2723-2733.
21.
T. LoFaro (1997) The dynamics of symmetric bimodal maps, International
Journal of Bifurcations and Chaos, 7:2734-2744.
22.
K.D. Cooper et. al. (1997) Calculus notebooks with Mathematica 3.0, Prentice
Hall.
23.
K.D. Cooper and T. LoFaro (1997) What?s the IDEA? CODEE Newsletter,
Winter-Spring 1997.
24.
R. Huffaker, K.D. Cooper and T. LoFaro (1996) Small mammal
dispersion, CODEE
Newsletter, Spring 1996.
25.
T.A. Newton and T. LoFaro (1996) On using flows to visualize
functions of a complex variable, Mathematics Magazine, 69:28-34.
26.
T. LoFaro (1996) Period-adding bifurcations in a
one-parameter family of interval maps, Mathematical and Computer Modeling, 24:27-41.
27.
T. LoFaro and N. Kopell (1996) Compression and model
reduction: a case study, in Neural Networks in Environment, Energy and Health, eds. P.E.
Keller, S. Hashem, L.J. Kangas and R.T. Kouzes, World Scientific.
28.
T. LoFaro and K.D. Cooper (1996) IDEA: Internet Differential
Equations Activities, in The Electronic Proceedings of the ICTCM.
29.
T. LoFaro, K.D. Cooper and R. Huffaker (1995) Model neurons
and fast-slow systems, CODEE Newsletter, Spring 1995.
30.
K.D. Cooper, R. Huffaker and T. LoFaro (1995) Rangeland
ecosystems, CODEE
Newsletter, Winter 1995.
31.
T. LoFaro, N. Kopell, E. Marder and S. Hooper (1994) The
effects of ih currents on bursting patterns of pairs of coupled
neurons, in Computation
and Neural Systems, ed. F.A. Eeckman, Kluwer Academic Publishers.
32.
T. LoFaro, N. Kopell, E. Marder and S. Hooper (1994)
Subharmonic coordination in networks of neurons with slow conductances, Neural
Computation, 6:69-84.
1.
Department of Mathematics, Minnesota State University,
Mankato, 2006
2.
Center for Applied Mathematics, University of Saint Thomas,
2005
3.
Massey University, 2004
4.
University of Wisconsin, Stevens Point, 2001
5.
Department of Mathematics, Northern Kentucky University,
2000
6.
Department of Mathematics, University of Southern
California, 2000
7.
Department of Mathematics, University of Minnesota, Duluth,
2000
8.
Department of Mathematics, Gustavus Adolphus College, 2000
9.
Department of Mathematics, Marshall University, 1999
10.
Department of Mathematics, Central Washington University,
1999
11.
Department of Mathematics, Metropolitan State College of
Denver, 1999
12.
Department of Mathematics, University of Idaho, 1998
13.
Pacific Northwest Workshop on Mathematical Biology, 1998
14.
AMS/MAA Southern California Regional Conference, 1997
15.
Midwest Dynamical Systems Conference, 1997
16.
Department of Zoology, University of Washington, 1997
17.
Department of Mathematics, University of Southern
California, 1997
18.
Department of Mathematics, University of Washington, 1996
19.
Department of Mathematics, University of Missouri, Rolla,
1996
20.
Department of Mathematics, Boston University, 1995
21.
Pacific Northwest Laboratories, 1994
22.
Department of Mathematics, Washington State University, 1993
23.
Regional Institute in Dynamical Systems, Boston University,
1992
1.
Pew Scholars Fellowship Finalist 1999
2.
Invision Award from NewMedia
Magazine for ODE
Architect 1998
3.
Undergraduate Computational Science Award, Ames Laboratory
1994
4.
Associated Western Universities Faculty Fellowship 1994
1.
Gustavus Adolphus College RSC grant, $2,200, 2001-2002
2.
IDEA: Internet Differential Equations Activities, NSF,
$119,000, 1998-2000
3.
IDEA: Internet Differential Equations Activities, NSF,
$99,270, 1996-1998
1.
Accuracy reviewer for Academic Press, 2003
2.
Proposal reviewer, NSF, 2002
3.
Proposal reviewer, W.M. Keck Foundation, 2002
4.
Referee, International Journal of Bifurcations and Chaos,
2001
5.
Participant, PKAL F21 National Assembly, 2001
6.
Proposal reviewer, NSF (2 proposals), 2000
7.
Participant, NSF sponsored Tech Ed99, 1999
1.
Mathematical Association of America
2.
American Mathematical Society
3.
Society for Mathematical Biology.
4.
Project Kaleidoscope, Faculty for the 21st
Century (PKAL F21)