mint.sbg.ac.at

MinT - Welcome to MinT

Charts of Code Rates. Welcome to MinT, the online database for optimal parameters of ( t. Choose one of the following two interfaces to MinT. Generate a table of optimal parameters for nets and sequences. The tables list the best known upper and/or lower bounds on any parameter depending on two other parameters. Different types (digital or non-digital, constructive or pure existence result) can be selected and two different types can be displayed together. Details for Given Parameters. Enter the base b.

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MinT - Welcome to MinT | mint.sbg.ac.at Reviews

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Charts of Code Rates. Welcome to MinT, the online database for optimal parameters of ( t. Choose one of the following two interfaces to MinT. Generate a table of optimal parameters for nets and sequences. The tables list the best known upper and/or lower bounds on any parameter depending on two other parameters. Different types (digital or non-digital, constructive or pure existence result) can be selected and two different types can be displayed together. Details for Given Parameters. Enter the base b.

<META> KEYWORDS

1 mint

2 nets and sequences

3 linear codes

4 orthogonal arrays

5 advanced

6 tails

7 list all methods

8 glossary

9 info

10 publications

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MinT - Welcome to MinT | mint.sbg.ac.at Reviews

https://mint.sbg.ac.at

Charts of Code Rates. Welcome to MinT, the online database for optimal parameters of ( t. Choose one of the following two interfaces to MinT. Generate a table of optimal parameters for nets and sequences. The tables list the best known upper and/or lower bounds on any parameter depending on two other parameters. Different types (digital or non-digital, constructive or pure existence result) can be selected and two different types can be displayed together. Details for Given Parameters. Enter the base b.

INTERNAL PAGES

mint.sbg.ac.at

1

MinT - Glossary

http://mint.sbg.ac.at/glossary.php

Charts of Code Rates. Be integers. A ( t. Is a set of b. Points in the s. Dimensional half-open unit cube [0, 1). Such that every elementary interval in base b. Definition 2.2]. An elementary interval in base b. Is an interval of the form. Is equivalent to an OOA. Cf propagation rule extracting embedded OOA. Is derived from the b. Adic expansion of the coordinates of the points of N. Over the field F. If there exist bijections η. Such that the corresponding OOA is linear over F. Such that the OOAs. In ot...

2

MinT - Details for Given Linear Code Parameters

http://mint.sbg.ac.at/query.php?i=c

Charts of Code Rates. Details for Given Linear Code Parameters. A linear [ s. Over the finite field F. Dimensional subspace of F. Such that any two code words differ in at least d. Use parameter names [ n. Usual code notation) instead of [ s. Enter the alphabet size b. And two of the remaining parameters to start a search on linear [ s. You can also search for nets. Or switch to the advanced user interface. Supported by the Austrian Science Fund ( FWF. Please send comments to mint at sbg dot ac dot at.

3

MinT - Additional Information

http://mint.sbg.ac.at/more.php

Charts of Code Rates. List of all methods. Currently known by MinT. Explaining important mathematical objects used in MinT. Showing the information rate and relative distance of all codes known to MinT. Supported by the Austrian Science Fund ( FWF. Please send comments to mint at sbg dot ac dot at. Last update to this application module: 2009-11-03. Last update to the database: 2008-04-04.

4

MinT - Information about the MinT Database Project

http://mint.sbg.ac.at/info.php

Charts of Code Rates. Information about the MinT Database Project. Of MinT, listing the most recent additions to the database. Information about the MinT database project. Supported by the Austrian Science Fund ( FWF. Please send comments to mint at sbg dot ac dot at. Last update to this application module: 2009-11-03. Last update to the database: 2008-04-04.

5

MinT - Publications about MinT

http://mint.sbg.ac.at/publications.php

Charts of Code Rates. The following publications about MinT are available:. Rudolf Schürer and Wolfgang Ch. Schmid. MinT Architecture and Applications of the ( t. Net and OOA Database. Mathematics and Computers in Simulation. Doi:10.1016/j.matcom.2007.09.010. Rudolf Schürer and Wolfgang Ch. Schmid. MinT: A Database for Optimal Net Parameters. In H Niederreiter and D. Talay, editors, Monte Carlo and Quasi-Monte Carlo Methods 2004. Pages 457 469. Springer-Verlag, 2006.

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quasirandomideas.wordpress.com

Digital Nets and Sequences Preprint | Quasi-Random Ideas.

https://quasirandomideas.wordpress.com/2013/04/01/digital-nets-and-sequences-preprint

This is a blog on my research, courses and related topics. By Josef Dick @ the University of New South Wales. Writing LaTeX in WordPress. Discrepancy bounds for uniformly ergodic Markov chain quasi-Monte Carlo. Digital Nets and Sequences Preprint. April 1, 2013. Digital Nets and Sequences. Discrepancy Theory and Quasi-Monte Carlo Integration. Cambridge University Press, Cambridge, 2010. Cambridge University Press. Is now available here. This entry was posted in Quasi-Monte Carlo. Higher order digital net.

roth.cs.kuleuven.be

Links - MCQMC Wiki

http://roth.cs.kuleuven.be/wiki/Links

Quasi-Monte Carlo Methods Research at Hong Kong Baptist University. The WWW Virtual Library:- Monte Carlo Methods. QMC Home Page of Wolfgang Ch. Schmid. MinT - a database for optimal net parameters. Retrieved from " http:/ roth.cs.kuleuven.be/w-mcqmc/index.php? Log in / create account. Play in the sandbox. This page has been accessed 4,802 times. This page was last modified 15:55, 26 September 2011 by MCQMC Wiki user Koen Poppe. Based on work by MCQMC Wiki user Dirk Nuyens.

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didaktisiertes Arbeitsblatt | My Blog

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Im Unterricht wurde der Konjunktiv durchgenommen. Ein beliebtes Thema ist dann immer : Was wären Sie gern in 5 Jahren? Wo wären Sie gern in 5 Jahren? Die Studenten haben also bereits die Grammatik bearbeitet und Ideen zur Beantwortung entwickelt. Die erste Aufgabe für die Studenten:. Hören Sie das Lied. Ich wär so gerne Millionär. Sehen Sie sich das Foto oben an. Sind diese Männer Millionäre? Wie finden Sie die Männer? Witzig, lustig, interessant, blöd, …? Aufgabe 2: Lesen Sie den Text zum Lied! Ich wär ...

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MinT - Welcome to MinT

Charts of Code Rates. Welcome to MinT, the online database for optimal parameters of ( t. Choose one of the following two interfaces to MinT. Generate a table of optimal parameters for nets and sequences. The tables list the best known upper and/or lower bounds on any parameter depending on two other parameters. Different types (digital or non-digital, constructive or pure existence result) can be selected and two different types can be displayed together. Details for Given Parameters. Enter the base b.

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