'Interval arithmetic' presentation slideshows

Interval Finite Elements as a Basis for Generalized Models of Uncertainty in Engineering Analysis

Interval Finite Elements as a Basis for Generalized Models of Uncertainty in Engineering Analysis. Rafi L. Muhanna Georgia Institute of Technology USA. Collaborative Research Center 528 German National Science Foundation (DFG) TU Dresden, Germany, June 19, 2007. Outline. Introduction

666 views • 66 slides

The PSciCo Project: P arallel Sci entific Co mputing in ML

The PSciCo Project: P arallel Sci entific Co mputing in ML. Robert Harper Carnegie Mellon University August, 2000. Acknowledgements. This talk represents collaboration with Guy Blelloch (CS) , Gary Miller (CS) , and Noel Walkington (Math) .

611 views • 61 slides

Computation in Real Closed Infinitesimal and Transcendental Extensions of the Rationals

Computation in Real Closed Infinitesimal and Transcendental Extensions of the Rationals. Leonardo de Moura Grant Passmore. What?. Transcendental. Infinitesimal. FindRoots ( ). Real Closed Fields. Ordered Field Positive elements are squares All polynomials of odd degree have roots.

513 views • 51 slides

Interval Arithmetic

Interval Arithmetic. Kwang Hee Ko School of Mechatronics Gwangju Institute of Science and Technology. Interval Numbers. An interval number is defined as An ordered pair of real numbers denoted by [a,b] It is a set of real numbers x such that [a,b] = {x|a ? x ? b}

603 views • 41 slides

Intervals, Interval Arithmetic and Interval Functions

Intervals, Interval Arithmetic and Interval Functions. Jorge Cruz DI/FCT/UNL April 2013. Representation of Continuous Domains. F-Numbers, Intervals and Boxes. Interval Operations and Basic Functions. Interval Approximations. Interval Arithmetic. Basic Interval Arithmetic Operators.

609 views • 27 slides

Computer Assisted Proof of Optimal Approximability Results

353 views • 23 slides