DFW Area 2021 Virtual Poster Competition in Mathematics

May 7, 2021

Announcement

The Mathematics Departments at UTD, SMU, and UTA would like to host a virtual poster competition that is open to undergraduate and graduate students on May 7, 2021.

Contributed presentations are invited in all areas of mathematics. A poster format involves a one-page PDF file preferably in landscape orientation with a 2-min video explaining the poster. Each contributor must submit a title and a brief abstract not to exceed 100 words to Yifei.lou@utdallas.edu by March 31. The poster and video should be submitted by April 30.

The poster session is scheduled at 1-4 pm on May 7, 2021, when each contributor has 5 minutes to present their work to judges. Here are the winning teams with their posters/videos.

Best Undergraduate Poster

Interactions of matrix shape, coherence, and rank on matrix completion, by Alex Osypov, Adam Shaker and David Terry (UTD)

[poster/video]

Best Graduate Poster:

Discovery and Stability Analysis of Periodically Stationary Pulses in a Mode-Locked Fiber Laser, by Vrushaly Shinglot (UTD)

[poster/video]

Best Graduate Blitz:

A Correspondence between Quiver Mutation and Hurwitz Action, by Priyojit Palit (UTD)

[poster/video]

Best Graduate Presentation:

Swelling as a stabilizing mechanism in irradiated thin films, part 2, by Tyler Evans (SMU)

[poster/video]



Honorable Mention Undergraduate Poster

Android Image Classification, by Daniel Roberts, Guillermo Romero, Dat Tran, Sneha Venkatesh, Krista Chanaritthichai, and Anesh Turk (UTD)


Honorable Mention Graduate Poster

Bi-compartment Free Water Model with Positive Definite Diffusion Tensor, by Siyuan Wang (UTD)


Tips


Please click here for Tips for Poster Design and Video Presentations in the Mathematical Sciences.

Undergraduate Posters

  1. Android Image Classification, by Daniel Roberts, Guillermo Romero, Dat Tran, Sneha Venkatesh, Krista Chanaritthichai, and Anesh Turk (UTD)

  2. Shape Analysis of Medical Images using Statistical Moments, by Jose Jimenez, Jose Goicoechea, John Wang, Derek Tran, and Johnathon Prawoto (UTD)

  3. Interactions of matrix shape, coherence, and rank on matrix completion, by Alex Osypov, Adam Shaker and David Terry (UTD)

  4. Accelerated robust principal component analysis for video surveillance, by Austin Luong, Kyu Shim, and Nikita Traynin (UTD)

  5. A look at recommender systems and the cold start problem, by Jose Andres Cortes (UTA)

  6. On minimality of two bridge knots of the form b(7k +/- 3, 7), by Thi Pham and Riley Stephens (UTD)


Graduate Posters

  1. A Correspondence between Quiver Mutation and Hurwitz Action, by Priyojit Palit (UTD)

  2. A Novel Supervised Dimensionality Reduction Method, by Faezeh Soleimani (UTA)

  3. Geometric integrators for Lie-Poisson Hamiltonian systems, by Buddhika Jayawardana (UTD)

  4. Discovery and Stability Analysis of Periodically Stationary Pulses in a Mode-Locked Fiber Laser, by Vrushaly Shinglot (UTD)

  5. An Iterative Reweighted Algorithm For Predictive Modeling With Group Selection, by Chengyu Ke (SMU)

  6. Bi-compartment Free Water Model with Positive Definite Diffusion Tensor, by Siyuan Wang (UTD)

  7. A Multiview Extension of the Unbalanced Orthogonal Procrustes Problem with an Eigenvalue based Approach, by Zach Chairez (UTA)

  8. The L1-L2 minimization with rotation for sparse approximation in uncertainty quantification, by Mengqi Hu (UTD)

  9. Swelling as a stabilizing mechanism in irradiated thin films, part 2, by Tyler Evans (SMU)

  10. Modeling the Spread of COVID-19: A University Study, by Sabrina Hetzel (SMU)

  11. Multi-view Canonical Correlation Analysis with per-View Constraints, by Saul Covarrubias (UTA)

  12. Multiple Linear Regression Analysis on Life Expectancy, by Meichen Huang (UTD)

  13. Coefficients of Catalan States of Lattice Crossing, by Che-Yu Wu (UTD)

  14. The missing indicator approach for linear regression models with incomplete data due to limit of detection, by Norah Alyabs (UTD)

  15. Applying Neural Architecture Search to Image Denoising Networks, by Esau Hervert Hernandez (UTD)

  16. Numerical Comparisons of CCA, KCCA, S2CCA, and SP-KCCA, by Ce Bian (UTA)

  17. Sparsity based non-linear reconstruction of optical parameters in two-photon photoacoustic computed tomography (PACT), by Madhu Gupta (UTA)

  18. Predicting Precipitation Based on Historical Data Using the k-Nearest Neighbor Method, by Sean Guidry Stanteen (UTA)

  19. Simulating Diverse Eastern Gamagrass Ecotypes in Texas, by Angela Avila (UTA)

Schedule

schedule.xlsx

Program booklet


poster2021.pdf


The event is sponsored by the joint UTD/SMU SIAM Student Chapter and the Mathematics Departments at UTD, SMU, and UTA.