ct23

CT23 Panel Explores Future Directions of Applied Mathematics and Control Theory

At CT23, an interactive discussion between six panelists focused on the outlook for applied mathematics and control.

Estimation of Rigid Body Inertia Properties with Slosh Dynamics on a Special Euclidean Group

Reliable space mission design necessitates the consideration of uncertainties in a vehicle’s mass and inertia...

Panelists at CT23 discussed best practices to encourage the inclusiveness of the control community at SIAM and...

A deterministic mathematical model incorporates both the population genetics of malaria mosquitoes and malaria epidemiology.

Schedule optimization can minimize total screening time to reduce costs and enable quick drug discovery or disease...

Congratulations to AG23, CST23, FM23, GD23 prize recipients and the 2023 W. T. and Idalia Reid Prize recipient!

At CT23, Marissa Gee explored the delicate balance between foraging behaviors and predation risk in Samango monkeys.

Leigh Pearcy used optimal control theory to determine effective management strategies for substance use disorder at...

At CT23, Brendan Englot introduced a space planning framework for underwater robots that utilizes simultaneous...

Iulia Martina Bulai described a metastatic tumor growth model and associated numerical methods at CT23.

Richard Rebarber used adaptive feedback control methods to model pest management of the Diaprepes root weevil...

At CT23, Angelia O’Toole developed a dynamic optimization formulation for predicting penguin travel...

AT CT23, Wenrui Hao presented a mathematical model of Alzheimer's disease that describes the progression of clinical biomarkers.

Zan Ahmad and Alanna Kennard addressed different aspects of control in blood circulation models at CT23.

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