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SEARCDE 2024
Schedule

SEARCDE 2024

Conference Schedule

On this page: Saturday Schedule Saturday Sections A1-A7 Saturday Sections B1-B7 Sunday Schedule Sunday Sections C1-C5

Download printable SEARCDE 2024 Conference Schedule (PDF)

Saturday November 10 Schedule

Time	Event and Location
8:00 AM - 8:30 AM	Registration and Breakfast
8:30 AM - 8:45 AM	Introductory Remarks: Melanie Page Associate Vice President for Creative and Scholarly Activities West Virginia University (Hodges Hall 202)
8:45 AM - 9:45 PM	Plenary Speaker 1: Robert Pego Carnegie Mellon University Rigidly breaking potential flows and a countable Alexandrov theorem for polytopes (Hodges Hall 202)
9:45 AM - 10:00 AM	Coffee Break
10:00 AM - 12:00 PM	Sections A1 to A7
12:00 PM - 01:00 PM	Lunch
01:15 PM - 02:15 PM	Plenary Speaker 2: Gheorghe Craciun University of Wisconsin-Madison Polynomial dynamical systems and reaction networks: persistence and global attractors (Hodges Hall 202)
02:30 PM - 04:30 PM	Sections B1 to B7
04:30 PM - 04:45 PM	Coffee Break
04:45 PM - 05:45 PM	Plenary Speaker 3: Jeff Calder University of Minnesota PDEs and graph-based semi-supervised learning (Hodges Hall 202)

Saturday Sections A1 - A7

Section A1 Chair: Charis Tsikkou (Hodges Hall 210)	Section A2 Chair: Adrian Tudorascu (Hodges Hall 214)	Section A3 Chair: Dhruba Adhikari (Hodges Hall 220)	Section A4 Chair: Casian Pantea (Hodges Hall 301)	Section A5 Chair: Ryan Murray (Hodges Hall 307)	Section A6 Chair: Adam Halasz (Hodges Hall 308)	Section A7 Chair: Jaffar Ali Shahul Hameed (Hodges Hall 312)
Maja Taskovic Emory University On the inhomogeneous wave kinetic equation and the associated hierarchy	Prerona Dutta Xavier University of Louisiana Well-posedness and continuity properties of the two-component Fornberg-Whitham system in Besov spaces	John Holmes The Ohio State University The Fokas transform method for Burgers' equation	Kushani De Silva University of North Carolina at Greensboro Exploring the Dynamics and Stability of Dengue Transmission: The Influence of Vector-Pathogen Interactions and Climatic Factors	Nasir Yasin Old Dominion University Flow Patterns Behind Stationary and Moving Bluff Bodies Utilizing the SRC-Lattice Boltzmann Method	Tahmineh Azizi Washington University An application of the Grünwald-Letinkov fractional derivative to a study of drug diffusion in pharmocokinetic compartmental models	John Gemmer Wake Forest University Tipping in a low-dimensional model of a tropical cyclone
Shalmali Bandyopadhyay The University of Tennessee at Martin Positive Solutions to Singular Second Order BVP on Time Scales	Maya Chhetri University of North Carolina at Greensboro An interpolation approach to L∞ a priori estimates for elliptic problems with nonlinearity on the boundary	Byungjae Son Ohio Northern University On positive solutions to double phase problems with strong singular weights and nonlinearities	Lorand Parajdi "Babeș-Bolyai" University Lower and Upper Solution Method for Control Problems: Application to an Allogeneic Bone Marrow Transplantation Model	Zhaiming Shen Georgia Institute of Technology Matrix Cross Approximation for Image Compression and Least Squares Approximation	Robert Ireri Marshall University A Numerical Method for Coefficient Reconstruction of a Periodic Inverse Source Problem	Shohreh Gholizadeh Siahmazgi Wake Forest University Mean Exit Times for Perturbed Gradient Systems
Ian Tice Carnegie Mellon University Traveling wave solutions to the free boundary Navier-Stokes equations	Teemu Saksala North Carolina State University Inverse Problem for Hyperbolic Partial Differential Operators on Riemannian Manifolds Without Boundary	Tom Cuchta Marshall University Periodic functions with nonuniform domains	Mohyeedden Sweidan Concord University Analysis of the Shortley-Weller Scheme for Variable Coefficient Boundary Problems: Applications to Tumor Growth Modeling in Heterogeneous Environments	Kayode Oluwasegun Drexel University Investigation of oceanic wave solutions to a modified (2 + 1)-dimensional coupled nonlinear Schrodinger system	Tom Lewis University of North Carolina at Greensboro Convergent methods for approximating sublinear semipositone reaction diffusion equations	Isabel Barrio Sanchez University of Pittsburgh Long-term H¹-Stability of Cauchy's Method for the Navier-Stokes Equations
Ming Chen University of Pittsburgh Bifurcation for hollow vortex desingularization	Tien Khai Nguyen North Carolina State University Generic properties of solutions to Hamilton-Jacobi equations	Md Ibrahim Kholil Norfolk State University A Uniqueness Theorem for Inverse Problems in Quasilinear Anisotropic Media	Divine Wanduku Georgia Southern University Mean-field differential equation ecological models with general survival lifetime distributions in a renewal process	Jeff Borggaard Virginia Tech Polynomial Feedback Control of Navier-Stokes Equations	Richard Williams Marshall University The Heat Equation on Discrete Time Scales

Saturday Sections B1 - B7

Section B1 Chair: Charis Tsikkou (Hodges Hall 210)	Section B2 Chair: Adrian Tudorascu (Hodges Hall 214)	Section B3 Chair: Ian Tice (Hodges Hall 220)	Section B4 Chair: Casian Pantea (Hodges Hall 301)	Section B5 Chair: Adam Halasz (Hodges Hall 307)	Section B6 Chair: Loc Hoang Nguyen (Hodges Hall 308)	Section B7 Chair: Tien Khai Nguyen (Hodges Hall 312)
Dhruba Adhikari Kennesaw State University Nontrivial Solutions of Inclusions Involving Perturbations of Positively Homogeneous Maximal Monotone Operators	Madhumita Roy North Carolina State University Existence of global attractors for a semilinear wave equation with nonlinear boundary dissipation and nonlinear interior and boundary sources with critical exponents	T imothy Myers Howard University A Constructive Solution to The Ornstein-Uhlenbech Operator Equation on a Separable Banach Space	David Swigon University of Pittsburgh Qualitative inverse problems: mapping data to trajectory features of an ODE model	Ryan Murray North Carolina State University Regularization via Dirichlet energies for active learning	Md Mashud Parvez Old Dominion University A Strict Physicality-Preserving Scheme for a 2D Q-Tensor Flow with a Singular Potential	Kubilay Dagtoros Norfolk State University Direct and Indirect Simulation Techniques
Lili Yan University of Minnesota, Twin Cities Inverse boundary problems for elliptic operators on Riemannian manifolds	Pierre Aime Feulefack University of Pennsylvania Bifurcation results and multiple solutions for the fractional $(p,q)$-Laplace operator	Jonathan Stanfill The Ohio State University Factorizations and Power Weighted Rellich and Hardy-Rellich-Type Inequalities	Maya Mincheva Northern Illinois University Efficient computation of Hopf bifurcation points for mass action systems	Valentin Kunz The Ohio State University Several Complex Variables and the Quarter-Plane problem	Zhuoran Wang University of Kansas Convergence analysis of GMRES with inexact block triangular preconditioning for saddle point systems with application to WG FE approximation of Stokes flow	Qinying Chen University of Delaware Evaporation-driven tear film thinning and breakup in two space dimensions
Van Le University of Tennessee, Knoxville Existence and uniqueness of solutions to stationary Navier-Stokes equations in the upper-half plane	Antonio Pierrottet Clemson University Recovering all coefficients in the Schrödinger equation by finite sets of measurements	Evangelia Ftaka North Carolina State University Piecewise Regular Solutions to Scalar Balance Laws with Singular Nonlocal Sources	Balázs Boros University of Wisconsin-Madison The smallest bimolecular mass-action systems admitting Andronov-Hopf bifurcation	Rachel Morris North Carolina State University Uniform convergence guarantees for adversarially robust learning	Rebecca Oduro Marshall University First-order Nabla Riemann--Liouville fractional difference equations	Andrew Hicks Carnegie Mellon University Modeling and Simulation of the Cholesteric Landau-de Gennes
Junyuan Fang University of Tennessee, Knoxville Harnack inequality for degenerate parabolic equations in non-divergence form	FNU Shumaila Miami University Computation of K-Functional for Sobolev Spaces on Riemannian Manifolds	Andrew Shedlock North Carolina State University Lipschitz Stability of Travel Time Data	Jiaxin Jin University of Louisiana at Lafayette Infinitesimal Homeostasis in Mass-Action Systems	Rui Fang University of Pittsburgh Adaptive Parameter Selection in Nudging Based Data Assimilation	Jocelyn Quaintance MCIT Online, University of Pennsylvania Parabolic Compactification: Construction and Critical Points, Finite and at Infinity	Wasiu Sule Marshall University Gompertz distribution on time scales

Sunday November 11 Schedule

8:00 AM - 8:45 AM	Breakfast
8:45 AM - 9:45 PM	Plenary Speaker 4: Anna Mazzucato The Pennsylvania State University Direct and inverse problems for elastic dislocations in geophysics (Hodges Hall 202)
9:45 AM - 10:00 AM	Coffee Break
10:00 AM - 12:00 PM	Sections C1 to C5
12:00 PM - 12:30 PM	Closing Remarks (Hodges Hall 202)

Sunday Sections C1 - C5

Section C1 Chair: Adrian Tudorascu (Hodges Hall 210)	Section C2 Chair: Casian Pantea (Hodges Hall 214)	Section C3 Chair: John Holmes (Hodges Hall 220)	Section C4 Chair: Maja Taskovic (Hodges Hall 301)	Section C5 Chair: Adam Halasz (Hodges Hall 308)
Changhui Tan University of South Carolina Sticky particle dynamics with alignment interactions	Michael Aguadze Norfolk State University Using Machine Learning to Measure the Impact of Treatment as a Control for Marijuana Use	Joseph Paullet Penn State Behrend Generalized Boundary-Layer Flow Due to a Shrinking Permeable Sheet	Kanan Gupta University of Pittsburgh Nesterov acceleration despite very noisy gradients	Stephan Wojtowytsch University of Pittsburgh The 'accelerated Allen-Cahn equation' on Euclidean spaces and in machine learning
B oya Liu North Dakota State University Recovery of time-dependent coefficients in hyperbolic equations on Riemannian manifolds from partial data	Gleb Gribovskii University of North Carolina at Greensboro A Game-Theoretic Model of Optimal Condom Usage to Prevent Chlamydia Infections	Jaffar Ali Shahul Hameed Florida Gulf Coast University Positive Solutions for a Derivative Dependent $p$-Laplacian Equation with Integral Boundary Conditions	Jesse Paul University of North Carolina at Greensboro The Monge Ampere Equation and Prescribed Gaussian Curvature: Numerical Methods	Sanwar Ahmad Virginia State University On accelerating iterative gradient type methods for solving nonlinear optimization problem: application to Electrical Impedance Tomography problems
Mohamed El-Houssieny Detroit Public Schools Community District Comparison of Adomian Decomposition and Laplace Adomian Decomposition Methods	Rahnuma Islam University of Pittsburgh Stochastic Immunology model and its analysis	Wenlong Pei The Ohio State University The variable time-stepping DLN method for fluid models	Loc Nguyen University of Carolina at Charlotte The Carleman-contraction mapping approach for the inverse scattering problem	Hamza Adjerid Virginia Tech Nonlinear feedback control for Stokes-type DAEs
Vani Cheruvu The University of Toledo Haar wavelet based Quasilinearization Method	Sujan Pant Norfolk State University Understanding the Obesity Epidemic: A Mathematical Model for the Dynamics between Insulin and Glucose	Adam Pickarski North Carolina State University Large data limits and scaling laws for tSNE	Matthew Broussard North Carolina State University Analysis and Comparison of Interface Conditions for a Coupling of Poroleastic Equations and Lumped Hydraulic Circuit	Shixu Meng Virginia Tech Exploring Low Rank Structures in Inverse Problems and PDEs

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