Faculty
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Asma Azizi Boroojeni
Asma Azizi Boroojeni Assistant Professor of MathematicsPosition:
Assistant Professor of MathematicsPhone: (470) 578-7414
Email: aazizi@kennesaw.edu
Location: D 201
Research Areas:Mathematical Modeling of Infectious Diseases, Agent Based Network Modeling with application to biology, epidemiology, and social science
Brief research description:
I am an Applied Mathematician with a special interest in mathematical modeling and analysis of infectious diseases. I develop skillsets, focusing on developing, extending and analyzing models to understand spread of infections, and to guide public health workers improve strategies for mitigating the impact of these diseases. My main goal is using computer simulations, mathematical modeling, and data analysis to better predict the transmission dynamics, depending on epidemiological parameters for the transmission mechanism and on the complex heterogeneous mixing of agents involved in the transmission process.
Throughout my carrier, I try to foster my knowledge and experience via
- Developing Mathematical tools in infection transmission modeling,
- collaborating with and informing public health community on understanding the infection spread and finding approaches to control them, and
- training and engaging students in research at the interface of mathematics, biology and public health education.
Currently I am Assistant Professor at Kennesaw State University (KSU), and am looking for undergraduate students interested in research experiences. A grade of B or above in a differential equations course (MATH 2306) is required. Contact me for more information.
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Somayeh Mashayekhi
Somayeh Mashayekhi Assistant Professor of MathematicsPosition:
Assistant Professor of MathematicsPhone: (470) 578-4992
Email: smashay1@kennesaw.edu
Location: MS 242
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Philippe Sucosky
Philippe Sucosky Associate Professor of Mechanical EngineeringPosition:
Associate Professor of Mechanical EngineeringPhone: (470) 578-3158
Email: psucosky@kennesaw.edu
Location: Q 103
Research area:fluid mechanics, hemodynamics, cardiovascular flow, cardiovascular biomechanics, mechanobiology, cardiovascular disease, tissue and cell culture
Brief research description:
Prof. Sucosky's primary research interests are in the characterization of the native hemodynamics and the elucidation of the mechano-sensitive response in cardiovascular tissue and medical devices, with a particular focus on valvular, aortic and ventricular disorders. Current studies conducted in the Multi-Scale Cardiovascular Bioengineering Laboratory (MSCBL) include:
- fluid-structure interactions in the aortic valve and their relationship to valvular calcification
- flow abnormalities in bicuspid aortic valve aortas and their impact on aortopathy
- flow in hemodialysis vascular access and its role in intimal hyperplasia pathogenesis
- pediatric patient-specific evaluation of ventricular flow abnormalities and their relationship to discrete subaortic stenosis
While these disorders have been studied for decades, the causality between hemodynamics and pathogenesis has never been rigorously established. Prof. Sucosky's laboratory has invested in the development of new approaches addressing the fluid mechanical and biological aspects of those disorders at the same level of depth, and is one of the few with such expertise.
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Glenn Young
Glenn Young Assistant Professor of Mathematics Co-founder of the Mathematical Biology groupPosition:
Assistant Professor of Mathematics Co-founder of the Mathematical Biology groupPhone: (470) 578-7235
Email: gyoung19@kennesaw.edu
Location: D 246
Research area:Theoretical ecology
Brief research description:
I am an applied mathematician broadly interested in mathematical biology. My research focuses on the development and analysis of mathematical models that can be used to elucidate certain aspects of biological systems that are difficult to test empirically. I have worked on a diverse range of biological problems from evolutionary game theory, ecological competition, collective cellular behavior, epidemiology, and immunology by integrating and developing techniques from dynamical systems, stochastic analysis, ordinary differential equation (ODE) theory, partial differential equation (PDE) theory, perturbation theory, and numerical methods.
Contact
If you have any questions about this group, or if you would like to collaborate with or join the group, please do not hesitate to contact us at mathbio@kennesaw.edu