Amitabh Basu Receives NSF Career Award

Assistant professor Amitabh Basu will use the NSF CAREER award to support his efforts to break new ground in the fundamentals of discrete optimization, a mathematical strategy to help solve large-scale decision-making problems.

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Vacant Housing Dynamics in Baltimore City

Working with City officials, our goal is to better understand the dynamics of vacant housing in Baltimore City, measure the impact of current interventions, and help to hone decision and policy making using statistical analyses of available data.

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Student Math Wizards Aim for the Fences With Baseball Scheduling System

Johns Hopkins students and faculty members have started tossing advanced math and powerful computing tools at the arcane art of planning baseball game dates.

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Mapping Fruit Fly Brains

It’s question that has been puzzling neuroscientists for nearly a century: How do patterns of activity in neurons generate behavior?

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To Dig or Not To Dig?

AMS works with National Park Service, NASA, and the Department of Defense on a new way to conduct archaeological research.

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Upcoming Events

1:30 pm Seminar: Warren Adams (Clemson U...
Seminar: Warren Adams (Clemson U...
Sep 3 @ 1:30 pm – 2:30 pm
A GENERAL THEORY FOR COMPUTING ATTRACTIVE REPRESENTATIONS ON NONCONVEX OPTIMIZATION PROBLEMS More than one mathematical representation can accurately depict a decision problem. Success in obtaining optimal solutions, however, often depends upon the formulation selected. Since[...]
1:30 pm Seminar: Yanxun Xu (Johns Hopkin...
Seminar: Yanxun Xu (Johns Hopkin...
Sep 10 @ 1:30 pm – 2:30 pm
SUBGROUP-BASED ADAPTIVE (SUBA) ENRICHMENT DESIGNS FOR MULT-ARM BIOMARKER TRIALS Targeted therapies based on biomarker profiling are becoming a mainstream direction of cancer research and treatment. Depending on the expression of specific prognostic biomarkers, targeted therapies[...]
1:30 pm Seminar: Sylvain Arguillere (Joh...
Seminar: Sylvain Arguillere (Joh...
Sep 17 @ 1:30 pm – 2:30 pm
THE GENERAL SETTING FOR SHAPE DEFORMATION ANALYSIS I will define a unified setting for shape registration and LDDMM methods for shape analysis, using optimal control theory, and give the Hamiltonian geodesic equations associated to a[...]
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