Human, Social, and Political Sciences Tripos Part IIB Soc 6: Advanced Social Theory Module: The Crisis of Europe Lecturer:

Source URL: www.kentikelenis.net

• Marxist theorists
• Philosophy
• Manuel Castells
• Jürgen Habermas
• Financial crisis
• Polity
• Anthony Giddens
• Baron Giddens
• Crisis management
• Ulrich Beck
• Academia
• Crisis
• Knowledge

Human, Social, and Political Sciences Tripos Part IIB Soc 7: The Political Economy of Capitalism Class 15: Capitalism and global poverty Lecturer:

Source URL: www.kentikelenis.net

• Academia
• Development economics
• Economic development
• Globalization
• Joseph Stiglitz
• Economics
• Development
• Development economists

Institute of Astronomy University of Cambridge Natural Sciences Tripos Part III/MASt Astrophysics

Source URL: www.ast.cam.ac.uk

• Academic term
• Cosmologists
• Science
• Fred Hoyle
• Institute of Astronomy
• Cambridge
• Astronomy
• Science and technology in the United Kingdom

COMPUTER SCIENCE TRIPOS Part IA – 2014 – Paper 2 7 Discrete Mathematics (MPF) (a) Let m be a fixed positive integer. (i ) For an integer c, let Kc = { k ∈ N | k ≡ c (mod m) }.

Source URL: www.cl.cam.ac.uk

COMPUTER SCIENCE TRIPOS Part IA – 2014 – Paper 2 10 Discrete Mathematics (AMP) (a) For each symbol x in the alphabet Σ = {a, b, c}, let Ox be the language over Σ consisting of all strings that contain an odd number

Source URL: www.cl.cam.ac.uk

• Models of computation
• Combinatorics
• Computer science
• Combinatorics on words
• Deterministic finite automaton
• Nondeterministic finite automaton
• Regular language
• String
• Regular expression
• Automata theory
• Formal languages
• Theoretical computer science

UNIVERSITY OF CAMBRIDGE Computer Laboratory Computer Science Tripos Part II

Source URL: www.cl.cam.ac.uk

• Compiler optimizations
• Compiler construction
• Programming language implementation
• Register allocation
• Static single assignment form
• Data-flow analysis
• Live variable analysis
• Subroutine
• Pointer
• Software engineering
• Computing
• Computer programming

COMPUTER SCIENCE TRIPOS Part IA – 2014 – Paper 2 9 Discrete Mathematics (AMP) (a) The subset S of N = {0, 1, 2, . . .} is inductively defined by the following axiom and rules, where n ranges over N:

Source URL: www.cl.cam.ac.uk

• Mathematical proofs
• Inductive reasoning
• Mathematical induction
• Proof theory
• Constructible universe
• Universal quantification
• String
• Surreal number
• Peano axioms
• Mathematics
• Mathematical logic
• Logic

COMPUTER SCIENCE TRIPOS Part IA – 2014 – Paper 2 8 Discrete Mathematics (MPF) (a) Let #X denote the cardinality of a set X. Define a unary predicate P for which the statement

Source URL: www.cl.cam.ac.uk

• Mathematical analysis
• Bijection
• injection and surjection
• Equivalence relation
• Function
• Bijection
• Power set
• Injective function
• Filter
• Axiom schema of replacement
• Mathematics
• Functions and mappings
• Mathematical logic

arXiv:math/0610862v1 [math.PR] 27 Oct[removed]John Michael Hammersley JOHN MICHAEL HAMMERSLEY 21 March 1920 — 2 May 2004

Source URL: arxiv.org

• John Hammersley
• Geoffrey Grimmett
• G. H. Hardy
• Cambridge Mathematical Tripos
• Mathematics
• Applied mathematics
• University of Cambridge
• Trinity College
• Cambridge
• Colleges of the University of Cambridge
• Fellows of the Royal Society
• Cambridge

INTRODUCTION 1 THE MATHEMATICAL TRIPOS[removed]CONTENTS

Source URL: www.maths.cam.ac.uk

• Education
• Cambridge Mathematical Tripos
• Tripos
• Natural Sciences
• Vector space
• Further Mathematics
• Calculus
• Matrix
• Linear algebra
• Algebra
• Mathematics education
• Mathematics