Cristina Popovici
Office: 309C Minard Hall
E-mail: cristina.popovici at ndsu.edu
Office Phone: (701) 231-8104
Fax: (701) 231-7598
RESEARCH
INTERESTS: Analysis: Calculus of Variations,
Geometric Measure Theory, Partial Differential Equations
6. Variational principles in
L-infinity with applications to antiplane shear and plane stress
plasticity. Journal of Convex
Analysis Vol. 18 No. 2
(2011),
pp. 403-416. (with M. Bocea)
5. On the asymptotic behavior
of variable exponent power-law functionals and applications. Ricerche di Matematica Vol. 59 No. 2 (2010), pp. 207-238.
(with M. Bocea and M. Mihailescu)
4. A Gamma-convergence result
in nonlinear plate theory. Comm.
Appl. Nonlinear Anal. Vol. 16
No. 3 (2009), pp. 51-66.
3. Plane stress polycrystal
plasticity as a limiting case of the power-law model via
Gamma-convergence. Int. J.
Pure Appl. Math. Vol. 54
No. 4 (2009),
pp. 609-619. (with M. Bocea)
2. Coupled
singular
perturbations
for
phase
transitions. Asymptotic
Analysis Vol. 44 No. 3-4
(2005), pp. 299-325. (with I. Fonseca).
1. A
Homogenization
Result
in
the
Gradient
Theory
of
Phase
Transitions. CNA Report 05-CNA-009 (2005),
pp. 1-32. (with I. Fonseca).
PAST
TEACHING:
NDSU:
MATH 266
Introduction to Differential Equations - Spring 2011, Fall 2010
MATH 751 Analysis
II - Spring 2010
MATH 165 Calculus I - Spring 2010
MATH
750
Analysis I - Fall 2009
MATH 259 Multivariate Calculus - Fall 2009
MATH
451/651 Real Analysis II - Spring 2009
MATH 166 Calculus II - Spring 2009
MATH
450/650 Real Analysis I - Fall 2008
MATH 165 Calculus I - Fall 2008
MATH
757 Topics in Functional Analysis: Sobolev Spaces - Spring 2008
MATH 265 Calculus III - Spring 2008
MATH 754 Functional Analysis I - Fall
2007
MATH 265 Calculus III - Fall 2007
MATH 764 Calculus of Variations - Spring 2007
MATH 270 Introduction to Abstract Mathematics - Fall 2006
MATH 265 Calculus III - Fall 2006
University
Of Utah:
MATH 1210 Calculus I - Spring
2006
Carnegie
Mellon
University:
21-122 Integration, Differential
Equations, and Approximation - Summer 2004
21-259 Calculus in Three Dimensions
- Summer 2003
21-127 Concepts of Mathematics -
Spring 2003
21-259 Calculus in Three Dimensions -
Fall 2002
21-260 Differential Equations - Summer
2002
21-259 Calculus in Three Dimensions -
Spring 2002
21-117 Integral Calculus and
Differential Equations - Fall 2001
21-118 Calculus of Approximations
- Fall 2001
21-117 Integral Calculus and
Differential Equations - Summer 2001
21-118 Calculus of Approximations -
Summer 2001
21-260 Differential Equations - Spring
2001
21-260 Differential Equations - Fall
2000
21-117 Integral Calculus and
Differential Equations - Summer 2000
21-118 Calculus of Approximations -
Summer 2000
21-117 Integral Calculus and
Differential Equations - Spring 2000
21-118 Calculus of Approximations -
Spring 2000
21-259 Calculus in Three Dimensions -
Fall 1999