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Thesis Project Form

Title (tentative): Designing State Estimation Filters for Cortisol and ACTH Data in Fibromyalgia Syndrome, Chronic Fatigue Syndrome, Obesity, and Cardiac Surgery

Thesis advisor(s): Chiappalone Michela, Rose Faghih (Computational Medicine Laboratory, New York Univesrity) E-mail:
Address: Via Opera Pia 13, 16145 Genova Phone:
Description

Motivation and application domain
The objective of this Master Thesis Project is to investigate the dynamics and regulation of cortisol and ACTH, with a focus on their interplay in complex medical conditions such as fibromyalgia syndrome (FMS), chronic fatigue syndrome (CFS), obesity, and cardiac surgery.

General objectives and main activities
Based on the existing results from concurrent deconvolution of cortisol and ACTH data, this study aims to design a new filter to infer hidden brain states from two continuous observations and one marked point process, for FMS, CFS, and obesity data. For cardiac surgery data, where cortisol and ACTH deconvolution were performed separately, existing filters will be applied to infer hidden states using one continuous observation and one marked point process. By applying mathematical modeling to hormonal dynamics and state estimation filters, this research will enhance our understanding of the underlying mechanisms in these health conditions and offer new opportunities for understanding brain and body states.

Training Objectives (technical/analytical tools, experimental methodologies)
Computational and analytical techniques are implemented, including state-space modeling and state estimation filters, to analyze the dynamics and regulation of cortisol and ACTH based on the CML collaborator’s data. MATLAB software will be used to implement the state-space model and state estimation filter.

Place(s) where the thesis work will be carried out: Computational Medicine Laboratory, New York University, NYC, USA

Additional information

Pre-requisite abilities/skills: Linear algebra, Signals and Systems, Programming in MATLAB or Python, Statistical methods, Biological systems

Maximum number of students: 1

Financial support/scholarship: Extra-EU scholarship