Photo of Bonnie Steves

Bonnie Steves

Professor

  • 70 Cowcaddens Road, Glasgow Caledonian University

    G4 0BA Glasgow

    United Kingdom

20022017
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Personal profile

Research interests

Bonnie Steves is Professor of Mathematical Astronomy and Director of the Graduate School, Glasgow Caledonian University (GCU).  The Graduate School has University-wide responsibility for ensuring the academic quality of research student education and for providing leadership and support in the development of postgraduate taught Masters, research students and staff in their research career development.  From 2002-2008, she was Associate Dean of Research and Knowledge Transfer for the School of Computing and Mathematical Sciences at GCU, responsible for the School’s research, income generation, knowledge transfer and commercialisation activities. 

Under her leadership, the GCU Graduate School was winner of the Times Higher Education’s Outstanding Support for Early Career Researchers award 2010, with Universities Scotland partners. The Graduate School at GCU is rated by students as first in Scotland according to the IBarometer student survey results 2009 and 2010. As Director of the Graduate School, she is leading postgraduate education research into the development and impact of Graduate Schools, the employability of Doctoral researchers, and the skills and attributes of researchers.  

Leader of a research team in Astrodynamics, Bonnie conducts research into celestial mechanics, solar system dynamics, stability and chaotic behaviour of stellar clusters, fractals and quaternionic theory.  She has refereed papers for six international scientific journals; and successfully supervised six PhD students.  Since 1993 she has been Director of four of the Cortina Series of Advanced Study Institutes (ASIs) for post-doctoral studies in celestial mechanics/astrodynamics – with recent grants totalling £68k for the 2007 ASI from EPSRC, STFC, ESF, SUPA and SUSSP.  She has published over 30 scientific papers, generated over £230k of research income (since 2000) and been the co-editor of five graduate textbooks arising from the ASIs.  She is recognised in the RAE2008 Applied Mathematics unit of assessment as the only small group entry of one to receive a world class (4*) and international excellence (3*) rating, with 5% research output rated at each of these top class levels.

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Mandelbrot set Mathematics
Meromorphic Mathematics
school graduate Social Sciences
Cycle Mathematics
Rational Maps Mathematics
director Social Sciences
Stability Region Mathematics
knowledge transfer Social Sciences

Research Output 2002 2017

  • 4 Article
  • 1 Conference contribution

Software systems engineering: a journey to contemporary agile and beyond, do people matter?

AlQaisi, R., Gray, E. & Steves, B., 10 Apr 2017, Software Quality Management XXV: Achieving Software Quality in Development and Use. Marchbank, P., Ross, M. & Staples, G. (eds.). British Computer Society, p. 159-173 15 p.

Research output: Chapter in Book/Report/Conference proceedingConference contribution

Open Access
File
Software
Systems engineering
Human behavior
Evolutionary
Psychology

Chaotic and stable behaviour in the Caledonian Symmetric Four-Body Problem

Széll, A., Érdi, B., Sándor, Z. & Steves, B., 1 Jan 2004, In : Monthly Notices of the Royal Astronomical Society.

Research output: Contribution to journalArticle

four body problem
Caledonian orogeny
index method
alignment
configurations

Numerical escape criteria for a symmetric four-body model

Széll, A., Steves, B. & Érdi, B., Apr 2004, In : Astronomy and Astrophysics.

Research output: Contribution to journalArticle

Caledonian orogeny
escape
experiment
four body problem
disintegration
four body problem
stellar systems
planetary systems
Caledonian orogeny

Generalized Mandelbrot sets for meromorphic complex and quaternionic maps

Buchanan, W., Gomatam, J. & Steves, B., 1 Aug 2002, In : International Journal of Bifurcation and Chaos.

Research output: Contribution to journalArticle

Mandelbrot set
Meromorphic
Cycle
Rational Maps
Stability Region