Tools for communicating and visualising uncertainties Title of Deliverable Tools for communicating and visualising uncertainties Deliverable reference number D3.3

F31.64> 4 ij (t). This is based on a signdependent adaptation process, similar to the learning-rate adaptation in [4], [5]. 4 (t) ij = 8 ? ? ! ? ? : j + 4 (t\Gamma1) ij ; if @E @w ij (t\Gamma1) @E @w ij (t) ? 0 j \Gamma 4 (t\Gamma1) ij ; if @E @w ij (t\Gamma1) @E @w ij (t) ! 0 4 (t\Gamma1) ij ; else (2) where 0 ! j \Gamma ! 1 ! j + In words, the adaptation-rule works as follows: Every time the partial

CPU architecture GPU architecture Originally designed to handle graphics rendering Large number of small computational cores Many-core design philosophy Provide teraflop/s of computing power on a desktop computer Energy and cost efficient One GPU equivalent to 2000-core CPU cluster for some applications

of this document is not to provide new material (most of the material presented here has already been published elsewhere): rather, it is to provide all details that, for lack of space, could not be provided in the published papers and in particular to give all technical details necessary to re-implement

With the adaptation of various techniques in software optimization, not only is our system capable of evaluating diverse intervention strategies against influenza, the exceptionally improved efficiency also makes it possible to complete numerous simulations for any specific scenario within a reasonable time frame. The introduction to components of our system is as follows: Initialization module This module first reads a number of configuration files: Ps lists each town’s id with the number of communities under that township, 369 entries for 369 towns in Taiwan; age.tbl lists the age and the number of people of that age, 101 entries for age 0 to 100, people with age 100+ years old are counted2 as age 100; hst.tbl lists the family structures and the number of families of that structure, the family structure is defined as a five digit number, with the first digit (most significant digit) denotes the number of elders (65+ years old) living in that family, the second digits for the number of adults (30–64 years old), and so forth, please also note that the sum of all 5 digits will not exceed 7, since each household consists of one to seven people; wflow.tbl is the 369 by 369 matrix depicts the town-to-town worker flow as described in the previous paragraph. The Initialization module will then go through all the towns listed in Ps, creates contact groups

mathematically equivalent coupled twoterm recurrences. Therefore, we recently proposed a new implementation of the QMR method based on a coupled two-term look-ahead Lanczos procedure. In this paper, we describe implementation details of this coupled QMR algorithm, and we present results of numerical experiments

This RFC describes the details of the domain system and protocol, and assumes that the reader is familiar with the concepts discussed in a companion RFC, "Domain Names- Concepts and Facilities " [RFC-1034]. The domain system is a mixture of functions and data types which are an official

to materialize. The greedy algorithm performs within a small constant factor of optimal under a variety of models. We then consider the most common case of the hypercube lattice and examine the choice of materialized views for hypercubes in detail, giving some good tradeoffs between the space used

LIBSVM is a library for support vector machines (SVM). Its goal is to help users can easily use SVM as a tool. In this document, we present all its implementation details. 1

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