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www.mlcathens.gr | [email protected] | www.facebook.com/mlcathens | instagram.com/mlcathens 52 Academias street, 2nd floor, Kolonaki, PC 10679, Athens, Greece, +302103643039…
Andy Hopper*α , Alan Jones*, David Leaskα 1 Visiting from University of Kansas, Info. and Telecomm. Tech. Center , Lawrence, KS 66045, USA *The Olivetti and Oracle
Polyhedral Kähler manifoldsI Polyhedral Kahler manifolds are complex manifolds? I Frankel conjecture and K (π, 1) property. Starting point There are two ways to define
α-KLOTHO EXPRESSISON IN HUMAN TISSUES Kenneth Lim1*, Arnoud Groen2*, Guerman Molostvov5, Tzongshi Lu1, Kathryn S Lilley2, David Snead4, Sean James4, Ian B Wilkinson3,
No-arbitrage bounds on implied volatilityThe smile Impossibility theorems 20 August 2007 Introduction The term structure approach The smile Impossibility theorems The Black–Scholes
λ → ∀ =Is ab el le β α Isabelle’s Logics Lawrence C. Paulson Computer Laboratory University of Cambridge [email protected] With Contributions by Tobias Nipkow and…
1423 Government Regulation€ of Industry€ Class 7 MIT University of Cambridge€ 1 Outline • Multi-product monopolists • Regulation in practice – electric utilities…
Estimation of α Lower bounds for α Estimating of Fs and its density fs Estimation of a Two-component Mixture Model Bodhisattva Sen12 University of Cambridge Cambridge UK…
Slide 1 Partially Contained Atmospheric Neutrino Analysis Andy Blake + John Chapman Cambridge University January 2004 Slide 2 ν νμ μ UPWARD-GOING MUONSDOWNWARD-GOING…
Fresh O’Caml: Nominal Abstract Syntax for the Masses Mark R Shinwell1 University of Cambridge Computer Laboratory Cambridge CB3 0FD UK Abstract Nominal abstract syntax…
- 1 - Piconet Embedded Mobile Networking Frazer Bennett*, David Clarke*, Joseph B. Evans*α 1, Andy Hopper*α , Alan Jones*, David Leaskα 1 Visiting from University of Kansas,…
Spearman’s Rho for the AMH Copula: a Beautiful Formula Martin Mächler ETH Zurich June 2014 Abstract We derive a beautiful series expansion for Spearman’s rho, ρ(θ)…
Advanced Probability Alan Sola Department of Pure Mathematics and Mathematical Statistics University of Cambridge asola@statslabcamacuk Michaelmas 2014 Contents 1 Conditional…
Introduction to Bayesian inference Thomas Alexander Brouwer University of Cambridge [email protected] 17 November 2015 Probabilistic models I Describe how data was generated…
Lecture 12: The beautiful theory of interferometry. First, some movies to illustrate the problem. Clues of what sort of maths to aim for. Geometrical calculation of phase.…
Diapositiva 1 ΟΜΟΡΦΕΣ ΠΟΛΕΙΣ ΤΗΣ ΕΥΡΩΠΗΣ ΜΙΑ ΕΡΓΑΣΙΑ ΤΗΣ Ε’1 ΤΑΞΗΣ ΤΟΥ 10ΟΥ Δ.Σ. ΕΥΟΣΜΟΥ 2016-17 1 Χάιδω Δράκου…
Robust Feature Matching in 2.3μs Simon Taylor Edward Rosten Tom Drummond University of Cambridge Robust Feature Matching in 2.3μs Motivation Matching speed is of key importance…
Gallery Court Hankey Place London SE1 4BB UK Tel: +44 (0)20 7940 2200 Fax: +44 (0)20 7940 2233 340A Issue Date: 18th June 2004 ________________________________________________________________________…
Draft, January 2007 1 Final version to appear in The Cambridge Companion to Frege (CUP) What is a predicate? Alex Oliver According to Frege, the sentence ‘Socrates is mortal’…
Slide 1 A QMC Study of the Homogeneous Electron Gas Graham Spink and Richard Needs, TCM, University of Cambridge Slide 2 Homogeneous Electron Gas Electrons move in uniform,…