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Currently, I am most concerned with mathematical topics (very specific, isn't it? ;-). The whole subset of articles in this area evolves very well, but there are still huge amounts of knowledge to be added. The problem is, of course, that one needs to address different levels of background
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compiles some good proposals on how to approximate this goal. Many articles will be happy about any extension, but bigger ones are sometimes rather lacking readability and an easy to follow structure. I also constantly complain about the absence of literature references in articles that state
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The following list may be of interest when you are looking for someone to complain about the contents of a particular article -- if its name appears on the list I will be happy to find your comments on my talk page. Some of my more relevant contributions include (in no particular order):
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The number of * indicates the amount of contribution found in each article (usually this means that I completely (re-)wrote the article and that it is not a stub now...). The main purpose of this is to motivate me for extending articles further even when they are already listed ;-)
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knowledge. So in an ideal world, every math article should have a readable intro (with some intuition) and an easy to find section "Formal defnition", followed by interesting stuff of increasing difficulty. The
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Please do not use this page or its talk page to contact me, since I will not see this. Try sending an email instead.
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Multi-licensed with the
Creative Commons Attribution Share-Alike License versions 1.0 and 2.0
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As of 2017, I am professor for
Knowledge-Based Systems at the Faculty of Computer Science at
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Note: I am not watching this page, so feel free to drop me a line if the state changes...
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will be extended as soon as the important basic notions of order theory are available.
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I agree to multi-license my text contributions, unless otherwise stated, under
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151:* and the related links are probably my main contribution in this area.
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Historic editing notes (unchanged since around 2005)
20:. Important projects I have contributed to include
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339:Other non-mathematical articles I edited are:
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200:limit preserving (order theory)
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128:My current TODO (if any) is
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284:interval (mathematics)
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216:complete partial order
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46:Homepage at TU Dresden
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244:partially ordered set
188:order theory glossary
304:distributive lattice
268:list of order topics
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248:preorder
236:supremum
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Text is available under the Creative Commons Attribution-ShareAlike License. Additional terms may apply.