Jacqui Ramagge

Education

• BA, MSc, PhD University of Warwick (1985 — 1993)

Companies

• Executive Dean of Science Durham University (2020)
• Professor Durham University (2020)
• Professor University of Sydney (2015)
• Head of School of Mathematics and Statistics University of Sydney (2016 — 2019)
• GMP18 Harvard Business School (2015 — 2015)
• Academic University of Wollongong (2007 — 2015)
• Head of School of Mathematics and Applied Statistics University of Wollongong (2009 — 2013)
• Academic University of Newcastle (UON), Australia (1993 — 2007)

Research groups

• Pure Mathematics
• Pure Mathematics: Topology

Publications

Journal Article

• Jones, Leah Ffion, Batteux, Eleonore, Bonfield, Stefanie, Bhogal, Jaskiran Kaur, Taylor, Jo, Caiado, Camila, Ramagge, Jacqui & Weston, Dale (2021). Durham University students’ experiences of asymptomatic COVID-19 testing: a qualitative study. BMJ Open 11(12):
• Brownlowe, Nathan, Larsen, Nadia S., Ramagge, Jacqui & Stammeier, Nicolai (2020). algebras of right LCM monoids and their equilibrium states. Transactions of the American Mathematical Society 373(7): 5235-5273.
• Bruce, Chris, Laca, Marcelo, Ramagge, Jacqui & Sims, Aidan (2019). Equilibrium states and growth of quasi-lattice ordered monoids. Proceedings of the American Mathematical Society 147(6): 2389-2404.
• Laca, Marcelo, Raeburn, Iain, Ramagge, Jacqui & Whittaker, Michael F. (2018). Equilibrium states on operator algebras associated to self-similar actions of groupoids on graphs. Advances in Mathematics 331: 268-325.
• Baumgartner, Udo, Ramagge, Jacqui & Willis, George (2016). Scale-multiplicative semigroups and geometry: automorphism groups of trees. Groups, Geometry, and Dynamics 10(3): 1051.
• Brownlowe, Nathan, Ramagge, Jacqui, Robertson, David & Whittaker, Michael F. (2014). Zappa–Szép products of semigroups and theirC⁎-algebras. Journal of Functional Analysis 266(6): 3937.
• Laca, Marcelo, Raeburn, Iain, Ramagge, Jacqui & Whittaker, Michael F. (2014). Equilibrium states on the Cuntz–Pimsner algebras of self-similar actions. Journal of Functional Analysis 266(11): 6619.