Index Catalog // ScholarsArchive@OSU

The culture of surgical maggots and clinical aspects of maggot therapy

Creator:: Tarshis, Maurice S.
Resource Type:: Masters Thesis
Full Text:: wish to express my grateful appreciation to Dr. Nathan Fasten, Head of the Department of Zoology

Seasonal changes in the gonads of the Pacific coast newt, notophthalmus torosus eschscholtz

Creator:: Covell, Walter Page
Resource Type:: Masters Thesis
Full Text:: for privacy___ of Redacted for privacy Dean of choo1 of-J itAt - Redacted for privacy Chairman

Enhancing Facial Recognition: A Comparative Analysis of Image Preprocessing Techniques in PCA, KL Expansion and SVD

Creator:: Tuffour, Prince A.
Abstract:: Facial recognition has become increasingly important in recent years, due to the wide range of applications it has in fields such as security, surveillance, and human-computer interaction. Three popular methods for facial recognition are the Principal Component Analysis (PCA), Karhunen-Loeve Expansions, which is fundamentally a continuous form of PCA but...
Resource Type:: Capstone Project
Full Text:: discretized point tj = j · ∆t, the integral equation can be approximated by a sum: N−1∑ k=0 Γ(sk, tj)ϕi(sk

The morphology of the crustacean Callianassa californiensis Dana

Creator:: Murray, Nettie Lorene
Resource Type:: Masters Thesis
Full Text:: each bear one or two small spine-like setae on the anterior border. J tuft of pluriose hairs is

Electromagnetic Inverse Problem for Relaxation Time Distribution in the Time-Domain

Creator:: Armentrout, Megan
Abstract:: We consider wide bandwidth electromagnetic pulse interrogation problems for the determination of dielectric response parameters in complex dispersive materials. We couple Maxwell’s equations with an auxiliary ODE modeling dielectric polarization. A problem of particular interest is to identify parameters in a standard polarization model (e.g., Debye or Lorentz) using time-domain...
Resource Type:: Capstone Project
Full Text:: Distribution in the Time-Domain Megan J. Armentrout∗ Oregon State University Advisor: Professor Nathan L

Polynomial Chaos Expansions for Random Ordinary Differential Equations

Creator:: McKenzie, Brian
Abstract:: We consider numerical methods for finding approximate solutions to Ordinary Differential Equations (ODEs) with parameters distributed with some probability by the Generalized Polynomial Chaos (GPC) approach. In particular, we consider those with forcing functions that have a random parameter in both the scalar and vector case. We then consider linear...
Resource Type:: Capstone Project
Full Text:: Differential Equations Brian McKenzie Advisor: Dr. Nathan Gibson January 6, 2012 Abstract We consider

Using Machine Learning Models and SVD Dimension Reduction to Predict Cancer Outcomes

Creator:: Wofford, Rachel
Abstract:: Machine learning models are powerful tools which may aid in the prediction of survival outcomes of cancer patients. This study evaluated eight classification models and eight regression models on their ability to predict survival outcomes on breast cancer and prostate cancer data sets from the SEER database. The most accurate...
Resource Type:: Capstone Project
Full Text:: to Predict Cancer Outcomes Rachel Wofford Advisors: Dr. Nathan Gibson, Dr. Samantha Erwin Oregon

Using Machine Learning Models and SVD Dimension Reduction to Predict Cancer Outcomes

Creator:: Wofford, Rachel E.
Abstract:: Machine learning models are powerful tools which may aid in the prediction of survival outcomes of cancer patients. This study evaluated eight classification models and eight regression models on their ability to predict survival outcomes on breast cancer and prostate cancer data sets from the SEER database. The most accurate...
Resource Type:: Capstone Project

Dynamic Probabilistic Risk Assessment Using ADAPT/RELAP5-3D for Cybersecurity Threat Analysis

Creator:: Wiltbank, Nathan E.
Abstract:: There is a growing need for an expanded Probabilistic Risk Assessment (PRA) framework that is able to accommodate new uncertainties that are present in Generation 3+ reactor designs. Dynamic PRA (DPRA) can allow for a more realistic risk assessment by taking advantage of established nuclear simulation codes to drive Dynamic...
Resource Type:: Masters Thesis
Full Text:: WiltbankNathanE2022 AN ABSTRACT OF THE THESIS OF Nathan Wiltbank for the

A study of bubble size in a large particle fluidized bed at elevated temperatures

Creator:: Hockman, Jeffrey Nathan
Abstract:: The literature cites several examples of investigations made concerning the size of bubbles rising in small particle fluidized beds at room temperature. In many practical applications, however, fluidized beds require the use of large particles at very high temperatures. Despite this fact, little information has been reported on bubble size...
Resource Type:: Masters Thesis
Full Text:: at elevated temperatures AN ABSTRACT OF THE THESIS OF Jeffrey Nathan Hockman for the degree of

ScholarsArchive@OSU

The culture of surgical maggots and clinical aspects of maggot therapy

Seasonal changes in the gonads of the Pacific coast newt, notophthalmus torosus eschscholtz

Enhancing Facial Recognition: A Comparative Analysis of Image Preprocessing Techniques in PCA, KL Expansion and SVD

The morphology of the crustacean Callianassa californiensis Dana

Electromagnetic Inverse Problem for Relaxation Time Distribution in the Time-Domain

Polynomial Chaos Expansions for Random Ordinary Differential Equations

Using Machine Learning Models and SVD Dimension Reduction to Predict Cancer Outcomes

Using Machine Learning Models and SVD Dimension Reduction to Predict Cancer Outcomes

Dynamic Probabilistic Risk Assessment Using ADAPT/RELAP5-3D for Cybersecurity Threat Analysis

A study of bubble size in a large particle fluidized bed at elevated temperatures

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