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We combine the information obtained in parts I and II to draw the phase portrait.
Department Name
Mathematical Sciences Date Established
December 05, 2020
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Nullclines and direction field chart for a competing species problem.
Department Name
Mathematical Sciences Date Established
December 02, 2020
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Drawing the global phase portrait for a system of ODEs modeling two species competing for the same source of food in an ecosystem.
Department Name
Mathematical Sciences Date Established
December 02, 2020
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Duluc's criterion for the non-existence of closed orbits and the statement of the Poincare-Bendixson theorem followed by remarks.
Department Name
Mathematical Sciences Date Established
November 23, 2020
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Department Name
Mathematical Sciences Date Established
November 20, 2020
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Also includes Duluc's criterion for ruling out closed orbits.
Department Name
Mathematical Sciences Date Established
November 20, 2020
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Department Name
Mathematical Sciences Date Established
November 18, 2020
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Department Name
Mathematical Sciences Date Established
November 18, 2020
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Department Name
Mathematical Sciences Date Established
November 13, 2020
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An introduction to Nonlinear Dynamics. A model for the damped driven pendulum and the qualitative questions of interest for its motion.
Department Name
Mathematical Sciences Date Established
November 11, 2020
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What is a linear system of ODEs?
Department Name
Mathematical Sciences Date Established
November 11, 2020
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Department Name
Mathematical Sciences Date Established
November 06, 2020
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