danielkrenn.at

Daniel Krenn

Welcome to my website. I am a. Working as postdoc assistant at the Alpen-Adria Universität Klagenfurt. On my habilitation thesis. My research interests are very broad and include the following topics:. And their applications in cryptography,. Analysis of summatory functions of regular sequences: Transducer and Pascal's rhombus. Non-minimality of the width- w. Non-adjacent form in conjunction with trace one τ. Adic digit expansions and Koblitz curves in characteristic two. Non-minimality of the width- w.

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Daniel Krenn | danielkrenn.at Reviews

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Welcome to my website. I am a. Working as postdoc assistant at the Alpen-Adria Universität Klagenfurt. On my habilitation thesis. My research interests are very broad and include the following topics:. And their applications in cryptography,. Analysis of summatory functions of regular sequences: Transducer and Pascal's rhombus. Non-minimality of the width- w. Non-adjacent form in conjunction with trace one τ. Adic digit expansions and Koblitz curves in characteristic two. Non-minimality of the width- w.

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1 daniel krenn's space

2 publications

3 talks

4 mathematician

5 in austria

6 digit expansions

7 in particular

8 redundant expansions

9 polynomial permutations

10 asymptotic enumeration

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Daniel Krenn | danielkrenn.at Reviews

https://danielkrenn.at

Welcome to my website. I am a. Working as postdoc assistant at the Alpen-Adria Universität Klagenfurt. On my habilitation thesis. My research interests are very broad and include the following topics:. And their applications in cryptography,. Analysis of summatory functions of regular sequences: Transducer and Pascal's rhombus. Non-minimality of the width- w. Non-adjacent form in conjunction with trace one τ. Adic digit expansions and Koblitz curves in characteristic two. Non-minimality of the width- w.

INTERNAL PAGES

danielkrenn.at

1

Daniel Krenn

http://www.danielkrenn.at/2015/03/30/unit-frac-parameters-full

Canonical trees, compact prefix-free codes and sums of unit fractions: A probabilistic analysis. This article was published on 01. September 2015, SIAM J. Discrete Math. 29. 2015), no. 3, 1600–1653. Submitted on 30. March 2015, accepted on 08. June 2015, published on 01. September 2015). Permalink: http:/ www.danielkrenn.at/unit-frac-parameters-full/. Content and Design by Daniel Krenn. This site is licensed under a. Creative Commons Attribution-ShareAlike 4.0 International License.

2

Daniel Krenn

http://www.danielkrenn.at/2015/03/29/multi-base-asy-full

Multi-base representations of integers: Asymptotic enumeration and central limit theorems. Dimbinaina Ralaivaosaona, and Stephan Wagner. This article was published on 15. September 2015, Appl. Anal. Discrete Math. 9. 2015), no. 2, 285–312, arXiv:1503.08594. Submitted on 29. March 2015, accepted on 11. August 2015, published on 15. September 2015). Permalink: http:/ www.danielkrenn.at/multi-base-asy-full/. Content and Design by Daniel Krenn. This site is licensed under a.

3

Daniel Krenn

http://www.danielkrenn.at/categories/math-article

An extended note on the comparison-optimal dual-pivot quickselect. Compositions into powers of b. 58; Asymptotic enumeration and parameters. Automata in SageMath—combinatorics meets theoretical computer science. Automata in SageMath—combinatorics meets theoretical computer science. Counting zeros in random walks on the integers and analysis of optimal dual-pivot quicksort. Non-minimality of the width- w. Non-adjacent form in conjunction with trace one τ. Asymptotic expansions in SageMath. 58; Asymptotic ...

4

Daniel Krenn

http://www.danielkrenn.at/2015/06/08/unit-frac-parameters-full

Canonical trees, compact prefix-free codes and sums of unit fractions: A probabilistic analysis. This article was published on 01. September 2015, SIAM J. Discrete Math. 29. 2015), no. 3, 1600–1653. Submitted on 30. March 2015, accepted on 08. June 2015, published on 01. September 2015). Permalink: http:/ www.danielkrenn.at/unit-frac-parameters-full/. Content and Design by Daniel Krenn. This site is licensed under a. Creative Commons Attribution-ShareAlike 4.0 International License.

5

Daniel Krenn

http://www.danielkrenn.at/2015/02/17/sage-6.5-released

Sage 6.5 released. Was released on February 17, 2015. See the release note. For some more information. There you can also read about my contributions for this particular version 6.5. See also this query. On Sages trac server. To find out more about my contributions to Sage. Content and Design by Daniel Krenn. This site is licensed under a. Creative Commons Attribution-ShareAlike 4.0 International License.

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Daniel Krenn

Welcome to my website. I am a. Working as postdoc assistant at the Alpen-Adria Universität Klagenfurt. On my habilitation thesis. My research interests are very broad and include the following topics:. And their applications in cryptography,. Analysis of summatory functions of regular sequences: Transducer and Pascal's rhombus. Non-minimality of the width- w. Non-adjacent form in conjunction with trace one τ. Adic digit expansions and Koblitz curves in characteristic two. Non-minimality of the width- w.

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