SelectedWorks - John B. Hawkins (Retired)

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Selected Works of John B. Hawkins (Retired)

Lecturer (Retired)

John B. Hawkins was a Lecturer in the Department of Mathematical Sciences at Georgia Southern University. He joined Georgia Southern in 2003. He retired in 2014.

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About John B. Hawkins (Retired)

John B. Hawkins was a Lecturer in the Department of Mathematical Sciences at Georgia Southern University. He joined Georgia Southern in 2003. He retired in 2014.

2003 - 2014	Faculty Member, Georgia Southern University ‐ College of Science and Mathematics, Emeriti, Retired, and In Memoriam
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Applied Mathematics and Mathematics

Applied Mathematics and Mathematics

Math Modeling
College Algebra
Trigonometry
Pre-Calculus
Survey of Calculus
Calculus I

P.O. Box 8093
Statesboro, GA 30460
Phone: (912) 478-0856
Office: Math and Physics Building

On Generalized Matrix Functions

Journal of Linear and Multilinear Algebra (1973)

John B. Hawkins and Adi Ben-Israel

A Class of Linear Transformations which Can Be Written as ...

Proceedings of the American Mathematical Society (1968)

John B. Hawkins and William J. Kammerer

Complementary Trapezoids Living in the Same Circle

Meeting of the Southeastern Section of the Mathematical Association of America (2012)

John B. Hawkins and David R. Stone

Problem 5153 in the SSMA Journal Problems Section posed the situation of two trapezoids (1, 1, 1, x) and (x, ...

Four Kissing Circles

Special Session on Geometry, Meeting of the Southeastern Section of the Mathematical Association of America (2010)

John B. Hawkins and David R. Stone

Using a Personal Response System

Paper presented by Dr. McLean at the 2009 Joint Mathematics Meetings (2009)

John B. Hawkins and Bruce T. McLean

Over the years, we have consistently used the latest technology in our classes. It has made us more organized and ...

On A = mP Heronian Triangles and V = mA Cones

Special Session on Geometry, Southeastern Section of the Mathematical Association of America (2008)

John B. Hawkins and David R. Stone

A determining all such triangles with area = m (perimeter). We also consider the analogous problem of finding cones with ...

Graphing Transformations: Does Order Make a Difference?

MAA SE Regional Spring Meeting (2007)

John B. Hawkins