Michael Radin
Associate Professor
School of Mathematics and Statistics
College of Science
585-475-7681
Office Location
Michael Radin
Associate Professor
School of Mathematics and Statistics
College of Science
Education
BA, Rowan University; MS, Ph.D., University of Rhode Island
585-475-7681
Select Scholarship
Full Length Book
Radin, Michael A. International & Multidisciplinary Pedagogy Successes & Challenges. First ed. Tuck Link, Singapore: World Scientific Publishing Company, 2023. Print.
Radin, Michael A. ANALYZING MATHEMATICAL PATTERNS - DETECTION & FORMULATION. First ed. Tuck Link, Singapore: World Scientific Publishing Company, 2023. Print.
Radin, Michael A. Introduction to Recognition & Deciphering of Patterns. 1st ed. Boca Raton, FL, U.S.A.: Taylor & Francis CRC Press, 2020. Print.
Radin, Michael A. Piece-wise & Max-Type Difference Equations Periodic and Eventually Periodic Solutions. 1st ed. Boca Raton, FL, U.S.A.: Taylor & Francis CRC Press, 2020. Print.
Journal Paper
Radin, Michael A and Inese Bula. "Eventually Periodic Solutions of Single Neuron Model." Nonlinear Analysis: Modelling and Control 25. 6 (2020): 903–918. Print.
Radin, Michael A, Bernard Brooks, and Mara Pudane. "The Spread of Supply Chain’s Consumers’ Emotions as Function of Their Social Network Structure." ICTE in Transportation and Logistics 2019, Lecture Notes in Intelligent Transportation and Infrastructure. (2020): 61-68. Print.
Radin, Michael, Alexander Pisarchik, and Ryan Vogt. "Non-autonomous Discrete Neuron Model with Multiple Periodic and Eventually Periodic Solutions." Discrete Dynamics in Nature and Society 2015. (2015): 6. Web.
Radin, Michael and Inese Bula. "Periodic Orbits of a Neuron Model with Periodic Internal Decay Rate." Applied Mathematics and Computation 266. (2015): 293-303. Web.
Radin, Michael A. and Candace M. Kent. "On the Boundedness Nature of the Positive Solutions of a Delayed Max – Type Difference Equation with Variable Parameters." International Journal of Difference Equations. (2013): 195-213. Web.
Radin, Michael A. and Yossef Raffoul. "Existence and Uniqueness of Asymptotically Constant or Periodic Solutions in Delayed Population Models." Journal of Difference Equations & Applications.. (2013): 706-716. Web.
Published Conference Proceedings
Radin, Michael A. and Natalia Shlat. "Value Orientations, Emotional Intelligence and International Pedagogical Innovations." Proceedings of the International Conference on Society, Integration, Education. Ed. Svetlana Usca. Rezekne, Latvia: The proceedings of the International Scientific Conference \"Society, Integration, Education\", 2020. Print.
Radin, Michael A. and Frank Palladino. "Existence of Multiple Periodic Solutions of a Non-Autonomous Rational Difference Equation." Proceedings of the International Conference on Difference Equations & Applications. Ed. Saber Elaydi. Barcelona, Spain: Central European Journal of Mathematics, 2012. Print.
Invited Keynote/Presentation
Radin, Michael A. "How to Function Effectively Within Limited Resources?? How to Utilize the Resources Efficiently?" 8th International Scientific Conference on Sustainability in Energy and Environmental Science. Ukraine Ministry of Education & Science. Ivano Frankovsk, Ukraine. 21 Oct. 2020. Keynote Speech.
Radin, Michael A. "Existence of Multiple Periodic Solutions of a Non-Autonomous Rational Difference Equation." International Conference on Difference Equations & Applications. International Society of Difference Equations & Applications. Barcelona, Spain. 23 Jul. 2012. Conference Presentation.
Radin, Michael A. "Boundedness and Periodic Character of Solutions of a System of Rational Difference Equations." International Conference on Difference & Differential Equations. University of the Azores. Ponta Delgada, Portugal, Ponta Deldaga, Portugal. 4 Jul. 2011. Lecture.
Radin, Michael A. "Convergence of Solutions and Existence of Multiple Periodic Solutions of a Non-Autonomous Rational Difference Equation." Dimocratus University. Dimocratus University. Xanthi, Greece, Xanthi, Greece. 2 Jun. 2011. Address.
Published Review
Modelling, Mathematical & Computer. Rev. of On the system of two difference equations of exponential form: x[n+1]=a+bx[n-1]e^[-y[n]]; y[n+1]=c+dy[n-1]e^[-x[n]], by G. Papaschinopoulos, M.A. Radin, and C.J. Schinas. On the system of two difference equations of exponential form: x[n+1]=a+bx[n-1]e^[-y[n]]; y[n+1]=c+dy[n-1]e^[-x[n]] 12 Jul. 2011: 2969-2977. Web.
Mathematics, Central European Journal of. "A Trichotomy Result for Non-autonomous Rational Difference Equations." Rev. of A Trichotomy Result for Non-autonomous Rational Difference Equation., by Frank J. Palladino and Michael A. Radin. A trichotomy result for non-autonomous rational difference equations. 30 Jun. 2011: 1135-1142. Web.
Formal Presentation
Radin, Michael. “Boundedness and Periodic Character of Solutions of a System of Rational DifferenceEquations.” ICDE 16th International Conference on Difference Equations andApplications. Riga, Latvia. 19-23 July 2010. Presentation.
Currently Teaching
MATH-131
Discrete Mathematics
4 Credits
This course is an introduction to the topics of discrete mathematics, including number systems, sets and logic, relations, combinatorial methods, graph theory, regular sets, vectors, and matrices.
MATH-182
Calculus II
4 Credits
This is the second in a two-course sequence. It emphasizes the understanding of concepts, and using them to solve physical problems. The course covers techniques of integration including integration by parts, partial fractions, improper integrals, applications of integration, representing functions by infinite series, convergence and divergence of series, parametric curves, and polar coordinates.
MATH-182R
Calculus II Recitation
0 Credits
In the News
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January 25, 2024
Radin named series editor for World Scientific Publishing Company