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Articles by G. David Joseph
[2410.15186] Fine-tuning foundational models to code diagnoses from veterinary health records
[Submitted on 19 Oct 2024 ( v1 ), last revised 20 Aug 2025 (this version, v2)] Title:Fine-tuning foundational models to code diagnoses from veterinary health records View a PDF of the paper titled Fine-tuning foundational models to code diagnoses from veterinary health records, by Mayla R. Boguslav and 7 other authors View PDF HTML (experimental) Abstract:Veterinary medical records represent a large data resource for application to veterinary and One Health clinical research efforts.
Diffusing Wave Microrheology in Polymeric Fluids
1. Introduction Maret and Wolf [1] and Weitz and Pine [2] proposed a novel path for using light-scattering spectroscopy to study diffusion by mesoscopic probe particles though highly turbid fluids that are in thermal equilibrium.
Review: Kirkwood-Riseman Model in Non-Dilute Polymeric Fluids
2.1. The Models This section discusses models for single-chain polymer motion. There are two major classes of models, namely models based on the Kirkwood–Riseman [5] treatment, and models based on the treatments of Rouse [3] and Zimm [4]. Qualitatively, the two classes of model supply radically different descriptions for chain motion in dilute solutions.
Simulational Tests of the Rouse Model
1. Introduction The Rouse model [1] is the foundational basis for much of modern polymer physics.
The Kirkwood–Riseman Model of Polymer Solution Dynamics Is Qualitatively Correct
1. Introduction Seven decades ago, Kirkwood and Riseman [1], Rouse [2], and Zimm [3] advanced simple, seemingly transparent models for the dynamics of dilute polymers in solution. The models were similar in that each approximated a polymer coil as a series of hydrodynamically active points (“beads”) held together by hydrodynamically inert connectors (“springs”). A particular focus of their models was a calculation of the polymeric contribution to a solution’s viscosity.
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