Measurable functions are of bounded variation on a set of dimension 1/2 Andr´as M´ath´e∗ Abstract We show that for every Lebesgue measurable function f : [0, 1] → R there exists a compact set C

Source URL: homepages.warwick.ac.uk

• Dimension theory
• Fractals
• Hausdorff dimension
• Metric geometry
• Borel measure
• NC
• Peetre theorem
• Hlder condition

Efficient Learning of Linear Separators under Bounded Noise Pranjal Awasthi PAWASHTI @ CS . PRINCETON . EDU Princeton University

Source URL: jmlr.org

• Machine learning
• Statistics
• Loss function
• Statistical theory
• Learning
• Supervised learning
• Probability distributions
• Statistical classification
• Coding theory

Slutsky Matrix Norms: The Size, Classification, and Comparative Statics of Bounded Rationality∗ Victor H. Aguiar†and Roberto Serrano‡ This version: OctoberAbstract

Source URL: www.econ.vt.edu

• Matrices
• Skew-symmetric matrix
• operator
• Matrix
• Measure theory
• Probability distributions
• Lie groups
• Meijer G-function
• Sigma-algebra

IEEE Std P1788 IEEE Standard For Interval Arithmetic Draft 03.2 §4.8

Source URL: grouper.ieee.org

• Mathematics
• Mathematical analysis
• Functions and mappings
• Numerical analysis
• Topology
• Arithmetic
• Computer arithmetic
• Interval
• Function
• Limit of a function
• Bounded function

QUALIFYING EXAMINATION Harvard University Department of Mathematics Tuesday August 30, 2011 (DayLet f be a differentiable function on R whose Fourier transform is bounded

Source URL: math.harvard.edu

ESTIMATING THE DISTRIBUTION OF DEMAND USING BOUNDED SALES DATA Michael R. Middleton, McLaren School of Business, University of San Francisco 2130 Fulton Street, San Francisco, CAmiddleton@usfca.e

Source URL: genetics.ucsd.edu

• Statistics
• Descriptive statistics
• Summary statistics
• Probability distributions
• Normal distribution
• Nonparametric statistics
• Means
• Normal probability plot
• Log-normal distribution
• Histogram
• Cumulative distribution function
• Standard deviation

Improved bounds for bounded occurrence constraint satisfaction Johan H˚ astad Royal Institute of Technology May 19, 2015

Source URL: www.csc.kth.se

• Expected value
• Polynomial
• Fourier analysis
• Operator theory
• Ordinary differential equations
• Spectral theory
• Probability theory
• Heat equation
• Dirac delta function
• Mathematical analysis
• Mathematics
• Constructible universe

Aissen’s Convex Set Function Steven Finch September 29, 2014 Let D be a bounded open convex set in the plane and let C denote the boundary of D. For each p ∈ D and q ∈ C, let hpq be the Euclidean distance from p to

Source URL: www.people.fas.harvard.edu

• Circles
• Convex analysis
• Convex geometry
• Incircle and excircles of a triangle
• Triangle
• Circumscribed circle
• Convex set
• Convex function
• Area
• Geometry
• Triangle geometry
• Triangles

arXiv:1204.6671v1 [cs.LO] 30 Apr 2012 δ-Decidability over the Reals∗ Sicun Gao, Jeremy Avigad, and Edmund M. Clarke Carnegie Mellon University, Pittsburgh, PAMay 1, 2012

Source URL: arxiv.org

• Mathematical logic
• Theory of computation
• Computable number
• Computable function
• Bounded quantifier
• Computable real function
• Function
• Oracle machine
• Decision problem
• Computability theory
• Theoretical computer science
• Mathematics

Areas by Integration 1. Area under a curve – region bounded by the given function, vertical lines and the x –axis. 2. Area under a curve – region bounded by the given function, horizontal lines and the y –axis. 3

Source URL: www.rit.edu

• Integral calculus
• Functions and mappings
• Logarithms
• Analytic geometry
• Integral
• Inverse trigonometric functions
• Integration by parts
• Multiple integral
• Mathematical analysis
• Mathematics
• Calculus