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Dive into the research topics where Michael C. Slattery is active.

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Featured researches published by Michael C. Slattery.


technical symposium on computer science education | 2005

Computer games and CS education: why and how

Elizabeth Sweedyk; Marianne deLaet; Michael C. Slattery; James J. Kuffner

Computer and video games have grown to be a major industry but, until recently, have largely been ignored by academia. The last couple of years, however, have seen the emergence of new academic programs, conferences, and journals dedicated to games studies. This panel discusses a variety of ways, and whys, for introducing games into computer science curricula. Panelists discuss their experiences in designing a broad range of courses including a games course for women, a software development course that uses games as projects, an introductory games programming course in Java, and an advanced graphics course that focuses on games.


Advances in Geometry | 2006

Certain Roman and flock generalized quadrangles have nonisomorphic elation groups

George Havas; Charles R. Leedham-Green; E. A. O'Brien; Michael C. Slattery

We prove that the elation groups of a certain infinite family of Roman generalized quadrangles are not isomorphic to those of associated flock generalized quadrangles.


Journal of Symbolic Computation | 2005

Computing subgroups of bounded index in a finite group

John J. Cannon; Derek F. Holt; Michael C. Slattery; Allan K. Steel

We describe a practical algorithm for computing representatives of the conjugacy classes of subgroups up to a given index in a finite group. This algorithm has been implemented in Magma, and we present some performance statistics.


Journal of Symbolic Computation | 2001

Computing Double Cosets in Soluble Groups

Michael C. Slattery

We discuss the use of orbit-stabilizer and orbit reduction techniques for computing representatives of double cosets in finite soluble groups given by a polycyclic presentation.


Journal of Symbolic Computation | 2007

Generation of groups of square-free order

Michael C. Slattery

Algorithms are described for the enumeration and recognition of groups whose order is a product of distinct primes. The focus is on providing access to isomorphism classes of such groups by computing representatives as needed rather than storing a large database of precomputed groups.


Journal of Algebra | 1986

Pi-blocks of Pi-separable groups, I

Michael C. Slattery


Journal of Symbolic Computation | 1990

Computing intersections and normalizersin soluble groups

Stephen P. Glasby; Michael C. Slattery


Journal of Symbolic Computation | 1986

Computing character degrees in p-groups

Michael C. Slattery


Journal of The Australian Mathematical Society | 1994

Character degrees and nilpotence class in p -groups

Michael C. Slattery


Commentationes Mathematicae Universitatis Carolinae | 2012

Moufang loops of order 243

Michael C. Slattery; Ashley L. Zenisek

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George Havas

University of Queensland

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Charles R. Leedham-Green

Queen Mary University of London

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James J. Kuffner

Carnegie Mellon University

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Stephen P. Glasby

Victoria University of Wellington

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