News & EventsDepartment Events
Events
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Oct6
EVENT DETAILS
lessTitle: Mobility of Particles in Viscous Membranes
Speaker: Ehud Yariv, Technion - Israel Institute of Technology
Abstract: Fifty years ago, Saffman (J. Fluid Mech. 73, 593) provided a theoretical framework for the diffusion of small inclusions (typically proteins) within lipid bilayers. I will review his model and analysis, discuss certain hydrodynamic problems in the field that had remained open since his work, and describe our recent progress in several of them. Time permitting, I will also discuss related problems in compressible surfactant monolayers.
Bio: Ehud Yariv got his PhD (applied mathematics) from the Technion at 2001. After spending 3 years as a post-doc MIT, he joined the Technion faculty. He is currently a full professor at the Technion mathematics department. In the period 2022-2025 he was a visiting professor at Princeton MAE.
Zoom: https://northwestern.zoom.us/j/99617444752
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TIME Tuesday, October 6, 2026 at 11:00 AM - 12:00 PM
LOCATION M416, Technological Institute map it
CONTACT Natalie Masini natalie.masini@northwestern.edu EMAIL
CALENDAR McCormick-Engineering Sciences and Applied Mathematics (ESAM)
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Oct13
EVENT DETAILS
lessTitle: Fast Direct Solvers for Boundary Integral Equations
Speaker: Adrianna Gillman, University of Colorado Boulder
Abstract: The numerical solution of linear boundary values problems play an important role in the modeling of physical phenomena.
As practitioners continue to want to solve more complicated problems, it is important to develop robust and efficient numerical methods. For some linear boundary value problems, it is possible to recast the problem as a boundary integral equation which sometimes leads to a reduction in dimensionality. The trade-off for the reduction in dimensionality is the need to solve a dense linear system. Inverting the dense N by N matrix via Gaussian elimination has a computational cost of O(N^3). When N is large, the cost in both memory and computational resources is too high for most practitioners. This talk presents solution techniques that exploit the physics in the boundary integral equation to invert the dense matrix for a cost that scales linearly (or nearly linearly) with N with
small constants. For example, on a laptop computer, a matrix with N=100,000 can be inverted in 90 seconds and applying the solver takes under a tenth of a second. The speed in which new boundary conditions can be processed makes these methods ideal applications involving many solves such as optimal design and inverse scattering. In these applications, fast direct solvers observe hundreds of times speed up over previously state of the art techniques. Examples of how these techniques can be used to create accelerated solvers for problems where the linear scaling solver is excessive will also be presented.
Bio: Adrianna Gillman is an Associate Professor in the Department of Mathematics at the University of Colorado, Boulder. In 2018, she was awarded an Alfred P. Sloan Research Fellowship. Her work has been supported by industrial contracts, NSF and, most recently, the Knut and Alice Wallenberg Foundation Grant, in cooperation with the Royal Swedish Academy of Sciences. Gillman’s research lies in the intersection of numerical linear algebra and numerical partial differential equations with an emphasis on developing high order discretizations and efficient solvers for the linear systems that result from these discretizations. Her work has been applied to applications including scattering and Stokes flow.
Zoom: https://northwestern.zoom.us/j/96310557268
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TIME Tuesday, October 13, 2026 at 11:00 AM - 12:00 PM
LOCATION M416, Technological Institute map it
CONTACT Natalie Masini natalie.masini@northwestern.edu EMAIL
CALENDAR McCormick-Engineering Sciences and Applied Mathematics (ESAM)
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Oct27
EVENT DETAILS
lessTitle: Advances in Asymptotic and Computational Methods for Biological Transport
Speaker: Alan Lindsay, University of Notre Dame
Abstract: Asymptotic analysis remains one of the most powerful analytical tools for extracting interpretable information from mathematical models in science. These methods systematically exploit multiscale structure to reduce complex and often intractable problems to a sequence of tractable sub-problems. When coupled with modern numerical methods, they greatly expand the range and scope of scientific questions that can be addressed.
In this talk I will discuss the insights these tools have yielded into the role that geometry, dynamics and localization play in biological transport. For the diffusive delivery of cargoes to small reactive sites, they give precise information on how the spatial organization of those sites shapes function. This has led to new solutions to the long-standing Berg-Purcell problem and the narrow escape problem. Underpinning these results is a suite of high-order boundary integral solvers which pair with asymptotic methods to resolve multiscale features and massively expand the geometric scope of biological problems that can be investigated. Throughout the talk I will highlight where interactions with experimental science have guided the direction of the mathematics, and I will close with promising directions for future enquiry.
Zoom: https://northwestern.zoom.us/j/98486002568
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TIME Tuesday, October 27, 2026 at 11:00 AM - 12:00 PM
LOCATION M416, Technological Institute map it
CONTACT Natalie Masini natalie.masini@northwestern.edu EMAIL
CALENDAR McCormick-Engineering Sciences and Applied Mathematics (ESAM)
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Dec12
EVENT DETAILSmore info
lessThe ceremony will take place on Saturday, December 12 in Pick-Staiger Concert Hall, 50 Arts Circle Drive.
TIME Saturday, December 12, 2026 at 4:00 PM - 6:00 PM
LOCATION Pick-Staiger Concert Hall map it
CONTACT Andi Joppie andi.joppie@northwestern.edu EMAIL
CALENDAR McCormick School of Engineering and Applied Science