activity
20162025
most citedSummand minimality and asymptotic convergence of generalized Zeckendorf decompositions

9 citations · 17 across the 8 of their papers we have counts for

collaborators

8 papers

cs.CV2025

From 2D to 3D Without Extra Baggage: Data-Efficient Cancer Detection in Digital Breast Tomosynthesis

Yen Nhi Truong Vu, Dan Guo, Sripad Joshi +3

Digital Breast Tomosynthesis (DBT) enhances finding visibility for breast cancer detection by providing volumetric information that reduces the impact of overlapping tissues; howev…

cs.CV2023★ 3 cited

M&M: Tackling False Positives in Mammography with a Multi-view and Multi-instance Learning Sparse Detector

Yen Nhi Truong Vu, Dan Guo, Ahmed Taha +2

Deep-learning-based object detection methods show promise for improving screening mammography, but high rates of false positives can hinder their effectiveness in clinical practice…

cs.CV2023★ 1 cited

Problems and shortcuts in deep learning for screening mammography

Trevor Tsue, Brent Mombourquette, Ahmed Taha +3

This work reveals undiscovered challenges in the performance and generalizability of deep learning models. We (1) identify spurious shortcuts and evaluation issues that can inflate…

cs.CV2022

Deep is a Luxury We Don't Have

Ahmed Taha, Yen Nhi Truong Vu, Brent Mombourquette +3

Medical images come in high resolutions. A high resolution is vital for finding malignant tissues at an early stage. Yet, this resolution presents a challenge in terms of modeling…

cs.CV2022★ 2 cited

A deep learning algorithm for reducing false positives in screening mammography

Stefano Pedemonte, Trevor Tsue, Brent Mombourquette +10

Screening mammography improves breast cancer outcomes by enabling early detection and treatment. However, false positive callbacks for additional imaging from screening exams cause…

math.NT2017★ 2 cited

On algorithms to calculate integer complexity

Katherine Cordwell, Alyssa Epstein, Anand Hemmady +5

We consider a problem first proposed by Mahler and Popken in 1953 and later developed by Coppersmith, Erdős, Guy, Isbell, Selfridge, and others. Let be the complexity of $n…

math-ph2016

Random Matrix Ensembles with Split Limiting Behavior

Paula Burkhardt, Peter Cohen, Jonathan Dewitt +6

We introduce a new family of random real symmetric matrix ensembles, the -checkerboard matrices, whose limiting spectral measure has two components which can be dete…

math.NT2016★ 9 cited

Summand minimality and asymptotic convergence of generalized Zeckendorf decompositions

Katherine Cordwell, Max Hlavacek, Chi Huynh +3

Given a recurrence sequence , with where for all and , the generalized Zeckendorf decomposi…