Dr. Kent Neuerburg
Ph.D., University of Missouri, (1998)
Office: 316C Fayard Hall
Phone: (985) 549-2204
Email: kneuerburg@southeastern.edu
Research Interests
General focus: Algebraic structures
Current focus: Rings and Nearrings
https://www.researchgate.net/profile/Kent_Neuerburg
Recent Publications
- Simplicity of Full Centralizer Nearrings and Exponent-Preserving Groups, with G. Alan Cannon & Gary Walls, submitted
- Applications of Artificial Intelligence in Achieving Development Goals, The International Journal of Technology, Knowledge, and Society 2022, 18 (1), 35-47
- Centers of Centralizer Nearrings Determined by Inner Automorphisms of Symmetric Groups, with G. Alan Cannon, M. G. Boudreaux, T. R. Palmer, and T. C. Troxclair, J. Algebra Relat. Topics 8 (2020), no. 1, 51 - 65
- Climate Change as a Critical Security Threat, with Margaret Gonzalez Perez, International Journal of Climate Change: Impacts and Responses, v.11 (1), 2019, 1-14
- Centers and Generalized Centers of Nearrings, with Mark Farag, in Nearrings, Nearfields, and Related Topics, World Scientific, Jan 2017
- Centers and Generalized Centers of Near-rings without Identity Defined via Malone-like Multiplications, with G. Alan Cannon, Mark Farag, & Lucyna Kabza, Math. Pannonica, 25/2, 2014-2015, 3-23
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Decompositions of Ideals of Minors Meeting a Submatrix, with Zachary Teitler, Communications in Algebra, 2016, v.44, (4), 1809-1820
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Rings Determined by Cyclic Covers of Groups, with C.J. Maxson and Alan Cannon, Journal of Algebra 396 (2013) 1 - 9
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Rings and Covered Groups II, with Alan Cannon, Lucyna Kabza, and C. J. Maxson, Communications in Algebra, 40(8) (2012) 2808 - 2824
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Rings and Covered Groups, with Alan Cannon and C. J. Maxson, Journal of Algebra,320 (4) (2008) 1586 - 1598
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Ideals in Dorroh Extensions of Rings, with Alan Cannon, Missouri Journal of Mathematical Sciences, 20 (3) (2008) 165 - 168
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Some Near-Rings in Which All Ideals Are Intersections of Notherian Quotients, with Erhard Aichinger, Alan Cannon, Juergen Ecker, and Lucyna Kabza, Rocky Mountain Journal of Mathematics, 38 (3) (2008) 713 - 726
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Implementation of Newton's Method, Missouri Journal of Mathematical Sciences, 19 (2) (2007) 131 - 140
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Zero-Divisor Graphs of Nearrings and Semigroups, with Alan Cannon and Shane Redmond, in Nearrings and Nearfields, H. Kiechle, et al. (eds.), 189 - 200, Springer, Dordrecht, The Netherlands, 2005
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Seminearrings of Polynomials over a Field, in Nearrings and Nearfields, H. Kiechle, et al. (eds.), 253 - 262, Springer, Dordrecht, The Netherlands, 2005