A Refined Complexity Analysis of Degree Anonymization on Graphs Sepp Hartung1 , Andr´e Nichterlein1 , Rolf Niedermeier1 , and Ondˇrej Such´ y2 1 Institut f¨

Source URL: fpt.akt.tu-berlin.de

• NP-complete problems
• Analysis of algorithms
• Parameterized complexity
• Kernelization
• Degeneracy
• Graph
• Degree
• Vertex
• Neighbourhood
• Graph theory
• Theoretical computer science
• Mathematics

Membership fee and voluntary contribution for IATI Y2 No

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• International relations
• Aid
• Department for International Development
• Development aid
• African Development Bank
• International economics
• International development
• Development

Effective and Efficient Data Reduction for the Subset Interconnection Design Problem? Jiehua Chen1 , Christian Komusiewicz1 , Rolf Niedermeier1 , Manuel Sorge1 , Ondˇrej Such´ y2 , and Mathias Weller3 1

Source URL: fpt.akt.tu-berlin.de

• Hypergraph
• Graph
• Vertex cover
• Constraint programming
• Kernelization
• Graph theory
• Theoretical computer science
• NP-complete problems

Part A Simulation and Statistical Programming HT 2015 Problem Sheet 2 due Week 5 Tuesday 10am 1. Suppose F1 (x) and F2 (x) are CDFs and α ∈ (0, 1). (a) Let Y1 ∼ F1 , Y2 ∼ F2 and U ∼ U (0, 1) independent of Y1 an

Source URL: www.stats.ox.ac.uk

• Measure theory
• Normal distribution
• Probability theory
• Support
• Log-normal distribution
• Poisson distribution
• Variance
• Spectral theory of ordinary differential equations
• Decomposition of spectrum
• Mathematical analysis
• Statistics
• Probability and statistics

The Geometry of Linear Regression The least-squares method of tting a straight line y = mx + b to a collection of data points (x1 ; y1 ), (x2 ; y2 ), (x3 ; y3 ), : : : , (xn ; yn ) is routinely available on graphing cal

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• Vectors
• Abstract algebra
• Vector calculus
• Analytic geometry
• Projection
• Dot product
• Vector space
• Euclidean vector
• Degrees of freedom
• Algebra
• Mathematics
• Linear algebra

The normal distribution Z x 1 −y2 /2 √ Pr[X ≤ x] = Φ(x) = e

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CHENNAI MATHEMATICAL INSTITUTE Graduate Programme in Mathematics - M.Sc./Ph.D. Solutions to the Entrance Examination, 2012 Part A 1. True. Take δ = . Then k(x1 , x2 · · · xn ) − (y1 , y2 · · · yn )k2 < δ impli

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• Spectral theory
• Calculus
• Continuous function
• Ordinary differential equations
• Functional analysis
• Holomorphic functional calculus
• Itō diffusion
• Mathematical analysis
• Mathematics
• Operator theory

PDF Document

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＜Ｙ２＞ 承　認　印

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＜Ｙ２＞ ＬＨＤ計画共同研究出張申込書 核融合科学研究所 御中

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