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Southwestern Oklahoma State University

Mathematics

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Mathematical Analysis Of An Sir Disease Model With Non-Constant Transmission Rate, Emma Bollinger, Tayler Valdez, Swarup Ghosh, Sunil Giri Apr 2022

Mathematical Analysis Of An Sir Disease Model With Non-Constant Transmission Rate, Emma Bollinger, Tayler Valdez, Swarup Ghosh, Sunil Giri

Student Research

  • Epidemiology: A branch of medicine that studies causes, transmission, and control methods of diseases at the population level.
  • Mathematical epidemiology deals with creating a model for a disease through the study of incidence and distribution of the disease throughout a population.
  • Here, we have examined the behavior of a measles-like disease[2] that is characterized by a non-constant transmission rate.

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01. Animal Science, Southwestern Oklahoma State University Mar 2020

01. Animal Science, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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03. Botany, Southwestern Oklahoma State University Mar 2020

03. Botany, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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02. Biology, Southwestern Oklahoma State University Mar 2020

02. Biology, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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04. Chemistry, Southwestern Oklahoma State University Mar 2020

04. Chemistry, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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06. Criminal Justice, Southwestern Oklahoma State University Mar 2020

06. Criminal Justice, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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05. Computer Science, Southwestern Oklahoma State University Mar 2020

05. Computer Science, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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08. Environmental Science, Southwestern Oklahoma State University Mar 2020

08. Environmental Science, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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09. Forensic Science, Southwestern Oklahoma State University Mar 2020

09. Forensic Science, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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10. Genetics, Southwestern Oklahoma State University Mar 2020

10. Genetics, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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11. Kinesiology, Southwestern Oklahoma State University Mar 2020

11. Kinesiology, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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13. Pharmacy, Southwestern Oklahoma State University Mar 2020

13. Pharmacy, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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12. Mathematics, Southwestern Oklahoma State University Mar 2020

12. Mathematics, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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16. Statistics, Southwestern Oklahoma State University Mar 2020

16. Statistics, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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17. Zoology, Southwestern Oklahoma State University Mar 2020

17. Zoology, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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15. Psychology, Southwestern Oklahoma State University Mar 2020

15. Psychology, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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07. Engineering, Southwestern Oklahoma State University Mar 2020

07. Engineering, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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14. Physics, Southwestern Oklahoma State University Mar 2020

14. Physics, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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Isolated Point Theorems For Uniform Algebras On Smooth Manifolds, Swarup Ghosh Dec 2019

Isolated Point Theorems For Uniform Algebras On Smooth Manifolds, Swarup Ghosh

Faculty Articles & Research

In 1957, Andrew Gleason conjectured that if A is a uniform algebra on its maximal ideal space X and every point of X is a one-point Gleason part for A, then A must contain all continuous functions on X. Gleason’s conjecture was disproved by Brian Cole in 1968. In this paper, we establish a strengthened form of Gleason’s conjecture for uniform algebras generated by real-analytic functions on compact subsets of real-analytic three-dimensional manifolds-with-boundary.

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01. Animal Science, Southwestern Oklahoma State University Mar 2019

01. Animal Science, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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02. Biology, Southwestern Oklahoma State University Mar 2019

02. Biology, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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03. Botany, Southwestern Oklahoma State University Mar 2019

03. Botany, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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04. Chemistry, Southwestern Oklahoma State University Mar 2019

04. Chemistry, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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06. Criminal Justice, Southwestern Oklahoma State University Mar 2019

06. Criminal Justice, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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09. Forensic Science, Southwestern Oklahoma State University Mar 2019

09. Forensic Science, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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07. Engineering, Southwestern Oklahoma State University Mar 2019

07. Engineering, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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10. Genetics, Southwestern Oklahoma State University Mar 2019

10. Genetics, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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11. Kinesiology, Southwestern Oklahoma State University Mar 2019

11. Kinesiology, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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12. Mathematics, Southwestern Oklahoma State University Mar 2019

12. Mathematics, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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13. Pharmacy, Southwestern Oklahoma State University Mar 2019

13. Pharmacy, Southwestern Oklahoma State University

Oklahoma Research Day Abstracts

No abstract provided.

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