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Kogan, Irina - Department of Mathematics, North Carolina State University
Contemporary Mathematics The Invariant Variational Bicomplex
CLASSIFICATION OF CURVES IN 2D AND 3D VIA AFFINE INTEGRAL SIGNATURES
Rational Invariants of a Group Action. Construction and Rewriting.
Invariant Euler-Lagrange Equations and the Invariant Variational Bicomplex
Corrections to Kogan, I.A., and Olver, P.J., Invariant Euler-Lagrange equations and the invariant
TWO ALGORITHMS FOR A MOVING FRAME CONSTRUCTION.
EXTENSIONS FOR SYSTEMS OF CONSERVATION LAWS HELGE KRISTIAN JENSSEN AND IRINA A. KOGAN
DETAILED ALGORITHMS FOR OBJECT-IMAGE CORRESPONDENCE FOR CURVES UNDER CENTRAL AND PARALLEL PROJECTIONS
Smooth and Algebraic Invariants of a Group Action: Local and Global Constructions.
Contemporary Mathematics Inductive Construction of Moving Frames
Computation of Canonical Forms for Ternary Cubics Irina A. Kogan
Irina A. Kogan Contact Information
SYSTEMS OF HYPERBOLIC CONSERVATION LAWS WITH PRESCRIBED EIGENCURVES
Research Overview of Irina Kogan October, 2008
Integral Invariants for 3D Curves: An Inductive Approach Shuo Feng*, Irina A. Kogan**, Hamid Krim*
Inductive Approach to Cartan's Moving Frame Method with Applications to Classical Invariant Theory.
Publications by Irina A. Kogan Many of these papers can be retrieved on the Internet through links from my homepage
Symmetries of Polynomials Irina Berchenko
Algorithms from the paper Object-image correspondence for curves under central and parallel projections
