User:Peter Schmitt: Difference between revisions

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I am a professional mathematician at the Faculty of Mathematics, University of Vienna (Austria), where I have been engaged both in teaching and research (mainly discrete geometry).
I am a professional mathematician at the Faculty of Mathematics, University of Vienna (Austria), where I have been engaged both in teaching and research (mainly discrete geometry).


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Equally, I am also interested in many aspects of human culture.
Equally, I am also interested in many aspects of human culture.


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[[/Samples|"]] [[User:Peter Schmitt/Draft|D]] [[User:Peter Schmitt/Notes|N]] [[/Code|C]] [[User:Peter Schmitt/Sandbox|S]]  
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'''[[CZ:Mathematics Workgroup|M]]'''
[[/Editor|CZ Editor]] <br>
( [[CZ:Ready_for_approval|s]] [[:Category:Articles to Approve|N]] [[:Category:Approved_Articles|a]] )
'''Editorial Council:''' my [[/Position|general position]] and some [[/Idea|specific suggestions]].
[[:Category:Speedy Deletion Requests|d]]
My [http://locke.citizendium.org/cz_ec/User:Peter_Schmitt EC wiki] user page.
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[[/Samples|"]] [[/Agenda|A]] [[/Draft|D]] [[/Notes|N]] [[/Code|C]] [[/Sandbox|S]] [[/Template|T]]
'''[[CZ:Mathematics Workgroup|M]]''' [[CZ:Computers Workgroup|C]] [[CZ:Games Workgroup|G]] [[CZ:Hobbies Workgroup|H]]
( [[CZ:Ready_for_approval|s]] [[:Category:Articles to Approve|N]] [[CZ:Approval Announcements|A]] [[:Category:Approved_Articles|a]] )
[[:Category:Speedy Deletion Requests|d]] [[:Category:Call for Constables|c]] [[Special:PrefixIndex|s]] [http://en.citizendium.org/wiki?title=Special%3APrefixIndex&prefix=Peter+Schmitt&namespace=2 /]
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[[Neighbourhood (topology)]] [[Boundary point]]
[[Neighbourhood (topology)]] [[Boundary point]]


[[Cardinality]] [[Continuum hypothesis]] [[Countable set]] [[Aleph-0]] [[Hilbert's hotel]] [[finite set]]
[[Cardinality]] [[Continuum hypothesis]] [[Countable set]] [[Aleph-0]] [[Hilbert's hotel]] [[Finite set]]


[[Euler's theorem (rotation)]]
[[Euler's theorem (rotation)]]
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[[Natural number]]
[[Natural number]]
[[Percentile]] [[Quantile]]
[[necessary and sufficient]]
[[Arithmetic sequence]] [[Geometric sequence]] [[Geometric series]]


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{{Editor Policy|collapsed}}
{{Editor Policy|collapsed}}
 
[[Category:CZ Editorial Council Members]]
[[Category:CZ Authors|Schmitt, Peter]]
[[Category:CZ Authors|Schmitt, Peter]]
[[Category:CZ Editors|Schmitt, Peter]]
[[Category:Inactive CZ Editors|Schmitt, Peter]]
[[Category:Mathematics Authors|Schmitt, Peter]] [[Category:Mathematics Editors|Schmitt, Peter]]  
[[Category:Mathematics Authors|Schmitt, Peter]] [[Category:Inactive Mathematics Editors|Schmitt, Peter]]  
[[Category:Computers Authors|Schmitt, Peter]] [[Category:Computers Editors|Schmitt, Peter]]
[[Category:Computers Authors|Schmitt, Peter]] [[Category:Inactive Computers Editors|Schmitt, Peter]]
[[Category:Games Authors|Schmitt, Peter]] [[Category:Games Editors|Schmitt, Peter]]
[[Category:Games Authors|Schmitt, Peter]] [[Category:Inactive Games Editors|Schmitt, Peter]]
[[Category:Hobbies Authors|Schmitt, Peter]] [[Category:Hobbies Editors|Schmitt, Peter]]
[[Category:Hobbies Authors|Schmitt, Peter]] [[Category:Inactive Hobbies Editors|Schmitt, Peter]]
{{DEFAULTSORT:Schmitt, Peter}}
{{DEFAULTSORT:Schmitt, Peter}}

Latest revision as of 03:32, 22 November 2023


The account of this former contributor was not re-activated after the server upgrade of March 2022.


I am a professional mathematician at the Faculty of Mathematics, University of Vienna (Austria), where I have been engaged both in teaching and research (mainly discrete geometry).

I have a broad interest in (almost) all subjects of mathematics, mathematical logic, computer science, history of mathematics (and science), (and applications of mathematics).

Equally, I am also interested in many aspects of human culture.



CZ Editor
Editorial Council: my general position and some specific suggestions. My EC wiki user page.



" A D N C S T M C G H ( s N A a ) d c s /


Neighbourhood (topology) Boundary point

Cardinality Continuum hypothesis Countable set Aleph-0 Hilbert's hotel Finite set

Euler's theorem (rotation)

Divisibility Greatest common divisor Least common multiple

Natural number

Percentile Quantile

necessary and sufficient

Arithmetic sequence Geometric sequence Geometric series

Workgroups are no longer used for group communications, but they still are used to group articles into fields of interest. Each article is assigned to 1-3 Workgroups via the article's Metadata.

Computers Workgroup
Computers article All articles (1,099) To Approve (0) Editors: active (3) / inactive (77)
and
Authors: active (815) / inactive (0)
Workgroup Discussion
Recent changes Citable Articles (12)
Subgroups (11)
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