Dr Lubna ShaheenLecturer in MathematicsEmail: l.shaheen@qmul.ac.ukTelephone: +44 (0)20 7882 7045Room Number: Mathematical Sciences Building, Room: MB-315Office Hours: Thursday: 10:00 ---12:00 pm, Friday : 10:00 --- 12:00 pmProfileTeachingResearchPublicationsProfileDr Lubna holds a PhD in Mathematics from the University of York, UK. She has held positions as Visiting Research Fellow at the University of York and Schlumberger Research Fellow at the Mathematical Institute- University of Oxford, UK.TeachingIn the institutions where I have worked, I have instructed classes and tutorials in a range of subjects, including Introduction to Number Theory Vector Calculus Probability and Statistics Representation theory Semigroup Theory Complex Analysis Formal languages and Automata theory Introduction to Model Theory Calculus I/II Multivariable Calculus/Differential Geometry Linear Algebra Analysis I/II Infinite Groups Commutative Algebra Engineering Mathematics Foundation and Undergraduate Level Most recently, I have taught Statistics Modelling I (MTH520), Maths A (Sef040), Maths B (Sef041) and Essential Foundation (Sef026) Courses here at Queen Mary.ResearchResearch Interests:My principal research interests involve mathematical problems that arise in ``axiomatisability questions in group and semi-group actions, and model-theoretic properties of certain structures, known as Zariski geometries, arising from number theory and algebraic geometry''.Publications 2010 Victoria Gould and Lubna Shaheen, ``Perfection for pomonoids'', Semigroup forum, 81, 1 (2010), 102-127 Weblink:http://www-users.york.ac.uk/ varg1/postrefperfect.pdf 2011 Victoria Gould and Lubna Shaheen, “Axiomatisability problems for S-posets”, Semigroup forum, 82, 2 (2011), 199-228.Weblink:http://arxiv.org/pdf/0912.4666.pdf 2012 Lubna Shaheen, “Axiomatisability problems for S-acts, revisited”, Semigroup forum, 85, 2 (2012), 337-360.Weblink:http://maths.york.ac.uk/www/lls502 2012 Victoria Gould, Miklos Hartmann and Lubna Shaheen, “On some finitary conditions arising from the axiomatisability of certain classes of monoid acts”, Communications in Algebra, 42, 2584-2602.Weblink:http://www-users.york.ac.uk/ varg1/axiomatizability30072012.pdf 2012 Alex Baily, Victoria Gould, Miklos Hartman and Lubna Shaheen, “A note on condition (A) for a monoid S”, Glasgow Mathematical Journal. Weblink:http://www-users.york.ac.uk/ varg1/A-note-on-covers19sept2012vs3.pdf 2011 (Thesis) Lubna Shaheen ``Axiomatisability problems for S-acts and S-posets'', Thesis, Available online.Weblink:http://etheses.whiterose.ac.uk/1503/1/Lubna-thesis.pdf 2018 (Submitted) Lubna Shaheen and Boris Zilber, "Model theory and the geometry of representations of ring of integers'', Revised in 2018, submitted and Accepted to JSL.