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4 Feb 2023: This is an exam-ple of a ‘ruled surface’: one which is locally swept out by a moving Euclidean straight line.) Sketch Σ,and prove that Σ is a smooth surface

6 May 2020: Examiner: F Wilkes. 1 Let Ẑ denote the profinite integers and let Zp denote the p-adic integers for pa prime number. Throughout this question you may freely use the Chinese RemainderTheorem. (a)(i) Prove that the ring Zp has no zero-divisors. (ii)

9 Apr 2017: Example sheets form an official part of this course and the exam ques-tions may contain short problem elements similar to what appeared in theexamples (not those marked with ).

11 Mar 2024: For exam-ple, in an integration-by-parts, you may choose to write the substitutions inthe right margin.

8 Jan 2020: MAT3, MAMA. MATHEMATICAL TRIPOS Part III. Specimen Paper. PAPER 151. PROFINITE GROUPS. Attempt no more than FOUR questions. There are FIVE questions in total. The questions carry equal weight. STATIONERY REQUIREMENTS SPECIAL REQUIREMENTS. Cover

17 Mar 2006: Thus the 2005 exam is the only one which was set on the present schedule and is readilysuitable for revision. ... Most of the past exam questions on Algebraic Curves arenot quite compatible with the present course (not before some editing, anyway).

3 Oct 2023: Influence maximization in stochastic and adversarial settings. London School of Economics statisticsdepartment, UK, 2018.

5 Jun 2020: Department of Informatics, Athens University of Economics and Business, Patission 76, 104 34, Athens, Greece$ School of Applied Mathematical and Physical Sciences, National Technical University of Athens, 157 80, Athens, Greece. ... S. T. was supported

9 May 2012: D D1 2. Figure 1. Figure 2. Figure 3.

15 Aug 2015: Velupillai, who hold that these areas might be of service to mathematical economics.The possibility interests me as it is giving me the opportunity to develop my undertanding of therôle of