sarah-browne.postgrad shef.ac.uk
Sarah Browne PhD Student
I am a PhD student in the School of Mathematics and Statistics at the University of Sheffield, under the supervision of Paul Mitchener. My areas of study are functional analysis and topology, and in particular I am looking at E-theory, a bivariant functor from C-algebras to abelian groups. I am forming a topological spectrum for E-theory to apply in differential geometry. A Bott periodicity proof for real graded C-algebras. The E-theory spectrum for C-algebras. March 2016, University of Glasgow. 18th .
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Fionntan Roukema Homepage
I am a research and teaching associate in mathematics at the University of Sheffield. I am a pure mathematician with research interests in low dimensional topology. I am enthusiastic about learning and teaching mathematics; my office is K12 Hicks Building and you should feel welcome to pop in if you would like to chat about mathematics.
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Sarah Browne PhD StudentDESCRIPTION
I am a PhD student in the School of Mathematics and Statistics at the University of Sheffield, under the supervision of Paul Mitchener. My areas of study are functional analysis and topology, and in particular I am looking at E-theory, a bivariant functor from C-algebras to abelian groups. I am forming a topological spectrum for E-theory to apply in differential geometry. A Bott periodicity proof for real graded C-algebras. The E-theory spectrum for C-algebras. March 2016, University of Glasgow. 18th .PARSED CONTENT
The website sarah-browne.postgrad.shef.ac.uk states the following, "I am a PhD student in the School of Mathematics and Statistics at the University of Sheffield, under the supervision of Paul Mitchener." I viewed that the website also said " My areas of study are functional analysis and topology, and in particular I am looking at E-theory, a bivariant functor from C-algebras to abelian groups." They also said " I am forming a topological spectrum for E-theory to apply in differential geometry. A Bott periodicity proof for real graded C-algebras. The E-theory spectrum for C-algebras. March 2016, University of Glasgow."SEE SUBSEQUENT WEBSITES
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