Barbara Kaskosz - Selected Publications

     Mathematics Education

• The Beauty of Parametric Curves, Loci Resources, (2008),
  http://mathdl.org/mathDL/47/?pa=content&sa=viewDocument&nodeId=2635.
• Motion in 3D, (with Doug Ensley), MathDL Digital Classroom Resources -- MathDL Flash Forum, (2008),
  http://mathdl.org/mathDL/47/?pa=content&sa=viewDocument&nodeId=1694.
• Simple 3D Drawing, (with Doug Ensley), MathDL Digital Classroom Resources -- MathDL Flash Forum, (2007),
  http://mathdl.org/mathDL/3/?pa=content&sa=viewDocument&nodeId=1674.
• Flash Tools for Developers: 3D Graphers in ActionScript 3, (with Doug Ensley), MathDL Digital Classroom Resources -- MathDL Flash Forum, (2007),  http://mathdl.org/mathDL/3/?pa=content&sa=viewDocument&nodeId=1598.
• ActionScript 3 Tutorials, (with Doug Ensley), MathDL Digital Classroom Resources -- MathDL Flash Forum, (2007),  http://mathdl.org/mathDL/3/?pa=content&sa=viewDocument&nodeId=1570.
• Flash Tools for Developers (AS3): Graphing Curves on the Plane, (with Doug Ensley), MathDL Digital Classroom Resources -- MathDL Flash Forum, (2007),  http://mathdl.org/mathDL/3/?pa=content&sa=viewDocument&nodeId=1569.
• Visualizing Regions for Double Integrals, (with Lewis Pakula), MathDL Digital Classroom Resources -- MathDL Flash Forum, (2006),  http://mathdl.org/mathDL/3/?pa=content&sa=viewDocument&nodeId=1315.
• Flash Tools for Developers: Matching Formulas to Data, (with Doug Ensley), MathDL Digital Classroom Resources -- MathDL Flash Forum, (2006),  http://mathdl.org/mathDL/3/?pa=content&sa=viewDocument&nodeId=1311.
• Flash Tools for Developers: Truth Tables and Logic, (with Doug Ensley), MathDL Digital Classroom Resources -- MathDL Flash Forum, (2006),  http://mathdl.org/mathDL/3/?pa=content&sa=viewDocument&nodeId=1231.
• Flash Tools for Developers: 3D Function Grapher, (with Doug Ensley), MathDL Digital Classroom Resources -- MathDL Flash Forum, (2006),  http://mathdl.org/mathDL/3/?pa=content&sa=viewDocument&nodeId=1151.
• Flash Tools for Developers: Parametric Curves on the Plane, (with Doug Ensley), MathDL Digital Classroom Resources -- MathDL Flash Forum, (2006),  http://mathdl.org/mathDL/3/?pa=content&sa=viewDocument&nodeId=968.
• Flash Tools for Developers: Function Grapher, (with Doug Ensley), MathDL Digital Classroom Resources -- MathDL Flash Forum, (2005),  http://mathdl.org/mathDL/3/?pa=content&sa=viewDocument&nodeId=680.
• A Collection of Tools for Multivariable Calculus, The Mathematical Association of America MathDL Digital Classroom Resources, (2005),  http://mathdl.org/mathDL/3/?pa=content&sa=viewDocument&nodeId=611.
• Sequences and Series of Functions, Journal of Online Mathematics and Its Applications, 5, (2005),   http://mathdl.org/mathDL/4/?pa=content&sa=viewDocument&nodeId=586
• Sequences and Series Plotter, Journal of Online Mathematics and Its Applications, 5, (2005),   http://mathdl.org/mathDL/4/?pa=content&sa=viewDocument&nodeId=571
• 3D Functions Grapher, The Mathematical Association of America MathDL Digital Classroom Resources, (2005),  http://mathdl.org/mathDL/3/?pa=content&sa=viewDocument&nodeId=530.
• Accumulated Change and Antiderivative Plotter, Journal of Online Mathematics and Its Applications, 4, (2004),   http://mathdl.org/mathDL/4/?pa=content&sa=viewDocument&nodeId=410.
• Derivative Plotter, Journal of Online Mathematics and Its Applications, 4, (2004),  http://mathdl.org/mathDL/4/?pa=content&sa=viewDocument&nodeId=409.
• Families and Points Plotter, The Mathematical Association of America MathDL Digital Classroom Resources, (2004),  http://mathdl.org/mathDL/3/?pa=content&sa=viewDocument&nodeId=403.
• Functions Grapher, The Mathematical Association of America MathDL Digital Classroom Resources, (2004),  http://mathdl.org/mathDL/3/?pa=content&sa=viewDocument&nodeId=404.

     Control Theory

• Extremality, controllability and abundant subsets of generalized control systems, Journal of Optimization Theory and Applications, 101, (1999), pp. 73-108.
• Abundant subsets of generalized control systems, in Systems Modelling and Optimization, edited by M.P.Polis, A.L.Dontchev, P.Kall, I.Lasiecka, A.Olbrot, Volume 396 in the Chapman&Hall/CRC Research Notes in Mathematics, (1999).
• Lagrange-type extremal trajectories in differential inclusions, (with S. Lojasiewicz, Jr.), Systems & Control Letters, 19, (1992), pp. 241-247.
• Boundary trajectories of systems with unbounded controls, (with S. Lojasiewicz, Jr.), Journal of Optimization Theory & Applications, 70, (1991), pp. 539-559.
• A maximum principle in relaxed controls, Nonlinear Analysis, 14, (1990), pp. 357-367.
• The maximum principle without the adjoint equation, (with S. Lojasiewicz, Jr.), Systems & Control Letters, 12, (1989), pp. 455-459.
• Minimal trajectories of nonconvex differential inclusions, (with H. Frankowska), Journal of Optimization Theory and Applications, 61, (1989), pp. 359-376.
• A maximum principle for differential inclusion problems with state constraints, (with H. Frankowska), Systems & Control Letters, 11, (1988), pp. 189-194.
• On a nonsmooth, nonconvex control system, (with S. Lojasiewicz, Jr.), Journal of Mathematical Analysis & Applications, 136, (1988), pp. 39-53.
• Linearization and boundary trajectories of nonsmooth control systems, (with H. Frankowska), Canadian Journal of Mathematics, 15, (1988), pp. 589-609.
• Nonconvex control systems and differential inclusions, in Proceedings of the 25^th Conference on Decision & Control, (1986), pp. 1980-1985.
• Optimal trajectories of generalized control systems with state constraints, Nonlinear Analysis, 10, (1986), pp. 1105-1121.
• Boundary trajectories of generalized control systems, in Trends in Theory and Practice of Nonlinear Analysis, edited by V. Lakshmikantham, Elsevier Sc. Publ., (1985), pp. 201-206.
• A maximum principle for generalized control systems, (with S. Lojasiewicz, Jr.), Nonlinear Analysis, 9, (1985), pp. 109-130.
• A differential game of evasion with delays, (with T. Tadumadze), Journal of Optimization Theory & Applications, 44, (1984), pp. 231-268.
• Necessary conditions for a minimax control problem, Control and Cybernetics, 11, (1982), pp. 29-40.
• Realizability of Volterra series with constant kernels, (with B. Jakubczyk), Nonlinear Analysis, 5, (1981), pp. 167-183.
• Realizations of Volterra series, (with B. Jakubczyk), Lecture Notes in Control and Information Science, Springer-Verlag, vol 22, (1980), pp. 302-310.
• A sufficient condition for evasion in a nonlinear game I, Control and Cybernetics, 7, (1978), pp. 5-15.
• A sufficient condition for evasion in a nonlinear game II, Control and Cybernetics, 7, (1978), pp. 39-50.
• On a nonlinear evasion problem, SIAM Journal of Control and Optimization, 15, (1977), pp. 661-673.

Page last updated: October 16, 2008.