heinrichhartmann.com

Heinrich Hartmann

Nürnberg - Friends and foes in API Monitoring. Raquo; CACM Vol. 59 No. 7. Statistics for Engineers ( doi. Raquo; The Electoral College. Raquo; Outlier Detection At Touchtunes. Raquo; Percentiles Can't Be Aggregated. A letter to John Rauser. Raquo; Box Counting Arithmetic. Raquo; Dijkstra's Prime Number Algorithm. Raquo; The Emacs Key Bindings. Raquo; Spike Erosion. Raquo; Using The Google Drive Spreadsheet Api. Raquo; Sensor Monitoring With Raspberrypi And Circonus. Raquo; Secure Email Communication.

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Nürnberg - Friends and foes in API Monitoring. Raquo; CACM Vol. 59 No. 7. Statistics for Engineers ( doi. Raquo; The Electoral College. Raquo; Outlier Detection At Touchtunes. Raquo; Percentiles Can't Be Aggregated. A letter to John Rauser. Raquo; Box Counting Arithmetic. Raquo; Dijkstra's Prime Number Algorithm. Raquo; The Emacs Key Bindings. Raquo; Spike Erosion. Raquo; Using The Google Drive Spreadsheet Api. Raquo; Sensor Monitoring With Raspberrypi And Circonus. Raquo; Secure Email Communication.

<META> KEYWORDS

1 heinrich hartmann

2 opinion

3 consulting

4 news

5 raquo; osmc

6 blog posts

7 with hugo lafleur

8 on circonus.com

9 on twitter

10 talks and events

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Heinrich Hartmann | heinrichhartmann.com Reviews

https://heinrichhartmann.com

Nürnberg - Friends and foes in API Monitoring. Raquo; CACM Vol. 59 No. 7. Statistics for Engineers ( doi. Raquo; The Electoral College. Raquo; Outlier Detection At Touchtunes. Raquo; Percentiles Can't Be Aggregated. A letter to John Rauser. Raquo; Box Counting Arithmetic. Raquo; Dijkstra's Prime Number Algorithm. Raquo; The Emacs Key Bindings. Raquo; Spike Erosion. Raquo; Using The Google Drive Spreadsheet Api. Raquo; Sensor Monitoring With Raspberrypi And Circonus. Raquo; Secure Email Communication.

INTERNAL PAGES

heinrichhartmann.com

1

Dijkstra's Prime Number Algorithm

http://heinrichhartmann.com/blog/2016/04/03/Dijkstra's-Prime-Number-Algorithm.html

Dijkstra's Prime Number Algorithm. I was reading Tanenbaum’s paper [1] lately, which contains an algorithm for calculating prime numbers attributed to E.W. Dijkstra [2]. What is remarkable about this algorithm is, that it uses no divisions at all! Just a very innocent looking check for inequality is performed to single out divisible numbers. The algorithm was given as an example for a special purpose language SAL. Here is a literal translation of this algorithm to lua. In its full glory:. Shows how you c...

2

Outlier Detection At Touchtunes

http://heinrichhartmann.com/blog/2016/11/01/Outlier-Detection-at-TouchTunes.html

You are being redirected to https:/ www.circonus.com/casestudies/touchtunes/. Math and IT Consulting. Content under CC-BY 4.0. Icons by Alfredo Creates. Jekyll theme by Tom Preston-Werner.

3

Secure Email Communication

http://heinrichhartmann.com/blog/2014/11/16/Secure-Email-Communication.html

This note explains how to write and receive private email messages. It will be updated in the future and is ultimately aimed at the non-expert. Sending emails is like sending postcards. Everybody who has access to the transportation infrastructure has acceess to the contents. This includes:. The email provider: E.g. Google, GMX, Web.de,. Your telecomunication provider: E.g. Telecom, O2, Verizon, Comcast,. Intelligence services: NSA, GCHQ, BND,. Your geeky roommate who set-up your wifi connection. Example...

4

Generative Models For Time Series

http://heinrichhartmann.com/blog/2014/12/11/Generative-Models-for-Time-Series.html

Generative Models For Time Series. In this note we explore several mechanisms of how to construct time series. For us a time series is a sequence of real numbers. Where $t$ is the time index parameter. A model for a time series is a sequence of random variables. Given a time series model we can generate many different time series (instances) by drawing random samples $Y t( omega)$ for $ omega in Omega$. The following classes of time series will be discussed:. IID-Noise processes for various distributions.

5

The Emacs Key Bindings

http://heinrichhartmann.com/blog/2016/01/28/The-Emacs-Key-Bindings.html

Bindings I use often - # - Bindings I have never used. (Not always annotated) -? Bindings I find confusing . really stupid. Try searching for `! To see major pain-points. /Customization is bad/. There is an argument to be made, that customization is dangerous. It's too easy to invest too much time into fiddling around with it, and end up with overall worse usability! It seems quite natural to bind forward/backward paragraph on those keys. `M- ` beginning-of-buffer! M-{` backward-paragraph Why not `M-p`?

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Heinrich Hartmann

Nürnberg - Friends and foes in API Monitoring. Raquo; CACM Vol. 59 No. 7. Statistics for Engineers ( doi. Raquo; The Electoral College. Raquo; Outlier Detection At Touchtunes. Raquo; Percentiles Can't Be Aggregated. A letter to John Rauser. Raquo; Box Counting Arithmetic. Raquo; Dijkstra's Prime Number Algorithm. Raquo; The Emacs Key Bindings. Raquo; Spike Erosion. Raquo; Using The Google Drive Spreadsheet Api. Raquo; Sensor Monitoring With Raspberrypi And Circonus. Raquo; Secure Email Communication.

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