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Selected Works of Zeying Wang

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Assistant Professor, Mathematical Sciences

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I was born in a small city in Chongqing, China. I obtained my BS in mathematics education at Southwest China Normal University in Chongqing, and a MS in mathematics at Shanghai Jiaotong University. From there I moved to the University of Delaware where I obtained my PhD in mathematics under the guidance of Prof. Qing Xiang. After having held positions at Ohio University and Otterbein University I joined Michigan Tech in the Fall of 2012.

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About Zeying Wang

I was born in a small city in Chongqing, China. I obtained my BS in mathematics education at Southwest China Normal University in Chongqing, and a MS in mathematics at Shanghai Jiaotong University. From there I moved to the University of Delaware where I obtained my PhD in mathematics under the guidance of Prof. Qing Xiang. After having held positions at Ohio University and Otterbein University I joined Michigan Tech in the Fall of 2012.

Positions

Present	Assistant Professor, Michigan Technological University ‐ Department of Mathematical Sciences
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Curriculum Vitae

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Disciplines

Physical Sciences and Mathematics and Mathematics

Research Interests

Combinatorial Design Theory, Algebraic Coding Theory, and Partial difference sets and strongly regular Cayley graphs

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December 2008	PhD Mathematics, University of Delaware ‐ Department of Mathematical Sciences
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May 2004	MS Mathematics, University of Delaware ‐ Department of Mathematical Sciences
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February 2002	MS Mathematics, Shanghai Jao Tong University ‐ Department of Mathematics
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July 1999	BS Mathematics Education, Southwest China Normal University
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Links

Michigan Tech faculty web page

ORCID

http://orcid.org/0000-0002-4215-3270

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Recent Works
Journal Articles
Presentations
Research Works

Recent Works (3)

New necessary conditions on Paley‐type partial difference sets in ...

Journal of Combinatorial Designs (2019)

Let be an abelian group of order , where are distinct odd prime numbers. In this paper, we prove that ...

Non-existence of two types of partial difference sets

Discrete Mathematics (2017)

Stefaan DeWinter, Eric Neubert and Zeying Wang

In this note we prove the non-existence of two types of partial difference sets in Abelian groups of order 216. ...

Classification of partial difference sets in Abelian groups of order ...

Designs, Codes and Cryptography (2016)

Stefaan DeWinter and Zeying Wang

In this article we provide a complete classification of regular partial difference sets in Abelian groups of order 4p2, p ...

Journal Articles (7)

New necessary conditions on Paley‐type partial difference sets in ...

Journal of Combinatorial Designs (2019)

Let be an abelian group of order , where are distinct odd prime numbers. In this paper, we prove that ...

Non-existence of two types of partial difference sets

Discrete Mathematics (2017)

Stefaan DeWinter, Eric Neubert and Zeying Wang

In this note we prove the non-existence of two types of partial difference sets in Abelian groups of order 216. ...

Classification of partial difference sets in Abelian groups of order ...

Designs, Codes and Cryptography (2016)

Stefaan DeWinter and Zeying Wang

In this article we provide a complete classification of regular partial difference sets in Abelian groups of order 4p2, p ...

Automorphisms of strongly regular graphs with applications to partial difference ...

Designs, Codes and Cryptography (2016)

Stefaan DeWinter, Ellen Kamischke and Zeying Wang

In this article we generalize a theorem of Benson (J Algebra 15:443–454, 1970) for generalized quadrangles to strongly regular graphs, ...

Proofs of Two Conjectures on Ternary Weakly Regular Bent Functions

IEEE Transactions on Information Theory (2009)

Tor Helleseth, Henk Hollmann, Alexander Kholosha, Zeying Wang, et al.

In this paper, we study ternary monomial functions of the form f(x) = Trn(axd), where x isin \BBF 3 n and Trn: \BBF 3 nrarr \BBF 3 is the absolute trace ...

Skew Hadamard difference sets from the Ree–Tits slice symplectic ...

Journal of Combinatorial Theory, Series A (2007)

Cunsheng Ding, Zeying Wang and Qing Xiang

Using a class of permutation polynomials of F32h+1 obtained from the Ree–Tits slice symplectic spreads in PG(3,32h+1), we construct a family of skew ...

Pseudo-Paley graphs and skew Hadamard difference sets from presemifields

Designs, Codes and Cryptography (2007)

Guobiao Weng, Weisheng Qiu, Zeying Wang and Qing Xiang

Let (K,+,∗) be an odd order presemifield with commutative multiplication. We show that the set of nonzero squares of (K,∗) ...

Presentations (9)

Automorphisms of strongly regular graphs and PDS in Abelian groups

Algebraic Combinatorics and Applications: The first annual Kliakhandler Conference (2015)

Zeying Wang, Stefaan DeWinter and Ellen Kamischke

Graphs without Quadrilaterals: A Problem by Paul Edrose

Seminar, Otterbein University (2011)

Skew Hadamard difference sets and pseudo-Paley graphs

Colloquium Talk, Otterbein University (2010)

Skew Hadamard difference sets and pseudo-Paley graphs

Applied and Computational Mathematics Seminar, Ohio University (2009)

A difference set D in a group G is called a skew Hadamard difference set (in short SHDS) if G is the disjoint union of D, the ...

Trace functions, Gauss sums and p-ary bent functions

Three Seminar Talks, Ohio Universty (2008)

Skew Hadamard difference sets

Colloquium Talk, Kenyon College (2008)

Skew Hadamard difference sets from the Ree-Tits slice symplectic spreads

Joint Mathematics Meeting, American Mathematical Society and the Mathematical Association of America (2008)

Using a class of permutation polynomials of F<sub>32h+1</sub> obtained from the Ree-Tits slice symplectic spreads in PG(3,3<sub>2h+1</sub>),we construct a family ...

Pseudo-Paley graphs and skew Hadamard difference sets from presemifields

Discrete Mathematics Seminar, University of Delaware (2007)

Skew Hadamard difference sets from symplectic spreads

Discrete Mathematics Seminar, University of Delaware (2006)

Research Works (1)

Skew Hadamard Difference Sets, Strongly Regular Graphs and Bent Functions

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