Josiah Yoder, Ph.D.

Associate Professor

  • Milwaukee WI UNITED STATES
  • Diercks Hall DH424
  • Electrical Engineering and Computer Science

Dr. Josiah Yoder's specialties include computer vision, artificial intelligence, and deep learning.

Contact

Education, Licensure and Certification

Ph.D

Computer Engineering

Purdue University

2011

B.S.

Computer Engineering

Rose-Hulman Institute of Technology

2005

Biography

Dr. Josiah Yoder is an associate professor in the Electrical Engineering and Computer Science Department at MSOE. He has a passion for teaching and undergraduate research, and his research interests include computer vision, deep learning, and non-linear tracking.

Areas of Expertise

Human-Machine Learning (HML)
Natural Language Processing
Computer Vision
Artificial Intelligence
Deep Learning
Nonlinear Tracking

Accomplishments

Outstanding Service Award

2011
Purdue University

Affiliations

  • Association for Computer Machinery (ACM) : Member

Social

Selected Publications

Prime Holdout Problems

Preprint arXiv:2205.12932 [math.NT]

Milkert, M., Ruchti, A., Yoder, J.

2022

This paper introduces prime holdout problems, a problem class related to the Collatz conjecture. After applying a linear function, instead of removing a finite set of prime factors, a holdout problem specifies a set of primes to be retained. A proof that all positive integers converge to 1 is given for both a finite and an infinite holdout problem. It is conjectured that finite holdout problems cannot diverge for any starting value, which has implications for divergent sequences in the Collatz conjecture.

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Prostate Cancer Histology Synthesis Using StyleGAN Latent Space Annotation

Accepted for publication in the Proceedings of Medical Imaging Computing and Computer Assisted Intervention (MICCAI) 2022

Daroach, G.B., Duenweg, S.R., Brehler, M., Lowman, A.K., Iczkowski, K.A., Jacobsohn, K.M., Yoder, J.A., and LaViolette, P.S.

2022

The latent space of a generative adversarial network (GAN) may model pathologically-significant semantics with unsupervised learning. To explore this phenomenon, we trained and tested a StyleGAN2 on a high quality prostate histology dataset covering the prostate cancer (PCa) diagnostic spectrum. Our pathologist annotated synthetic images to identify learned PCa regions in the GAN latent space. New points were drawn from these regions, synthesized into images, and given to a pathologist for annotation. 77% of the new points received the same annotation, and 98% of the latent points received the same or adjacent diagnostic stage annotation. This confirms the GAN network can accurately disentangle and model PCa features without exposure to labels in the training process.

Exploring the Exponentially Decaying Merit of an Out-of-Sequence Observation

Sensors

Yoder, J., Baek, S., Kwon, H., Pack, D.

2018

It is well known that in a Kalman filtering framework, all sensor observations or measurements contribute toward improving the accuracy of state estimation, but, as observations become older, their impact toward improving estimations becomes smaller to the point that they offer no practical benefit. In this paper, we provide an practical technique for determining the merit of an old observation using system parameters. We demonstrate that the benefit provided by an old observation decreases exponentially with the number of observations captured and processed after it. To quantify the merit of an old observation, we use the filter gain for the delayed observation, found by re-processing all past measurements between the delayed observation and the current time estimate, a high cost task. We demonstrate the value of the proposed technique to system designers using both nearly-constant position (random walk) and nearly-constant velocity (discrete white-noise acceleration, DWNA) cases. In these cases, the merit (that is, gain) of an old observation can be computed in closed-form without iteration. The analysis technique incorporates the state transition function, the observation function, the state transition noise, and the observation noise to quantify the merit of an old observation. Numerical simulations demonstrate the accuracy of these predictions even when measurements arrive randomly according to a Poisson distribution. Simulations confirm that our approach correctly predicts which observations increase estimation accuracy based on their delay by comparing a single-step out-of-sequence Kalman filter with a selective version that drops out-of-sequence observations. This approach may be used in system design to evaluate feasibility of a multi-agent target tracking system, and when selecting system parameters including sensor rates and network latencies.

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