Rate My Professor Samuel Kault
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Always goes the extra mile for students.
A role model for academic excellence.
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About Samuel
Dr. Samuel Kault is a Lecturer and Mathematics Casual Academic Coordinator in the School of Mathematics and Physics at The University of Queensland. He is based in Room 449, Priestley Building (67), and can be reached by phone at +61 7 336 53252. Kault obtained his Doctor of Philosophy from The University of Queensland in 2012. His PhD thesis, completed in the School of Mathematics and Physics, is entitled Free field realization of current superalgebras and bosonization of parafermionic algebras. He is a member of the Algebra and Number Theory research group and the Pure Mathematics team within the school. As Mathematics Casual Academic Coordinator, he plays a key role in coordinating casual academic staff in mathematics courses.
Kault has authored and co-authored several publications across mathematics and interdisciplinary fields. In 2023, he co-authored the book The impossible quintic made as simple as possible with David Abraham Kault and Graeme Sneddon, published by Nova Science Publishers. His contributions to health economics include the 2017 journal article Private health insurance incentives in Australia: in search of cost-effective adjustments, co-authored with P. Marcin Sowa, Joshua Byrnes, Shu-Kay Ng, Tracy Comans, and Paul A. Scuffham, published in Applied Health Economics and Health Policy. Earlier, in 2009, he published Differential operator realizations of superalgebras and free field representations of corresponding current algebras with Wen-Li Yang and Yao-Zhong Zhang in Nuclear Physics, Section B. Additionally, in 2011, he contributed to the book The Philippines equity report: financing equitable progress towards MDGs 4 and 5 in the Asia-Pacific region, alongside Aleli D. Kraft, Paul Mariano, Eliana Jimenez-Soto, and Kim-Huong Nguyen. Kault lectures various undergraduate courses, including MATH1051 Calculus and Linear Algebra, MATH7400 Mathematics for Scientists and Engineers, MATH7052 Multivariate Calculus and Ordinary Differential Equations, and PHYS7200 Introduction to Physics. He is available for higher degree by research supervision.
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