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<h1 class="page_title">The Collection of<br />Computer Science Bibliographies</h1><ul class="top_nav"><li><a href="../index.html" title="Home page of The Collection of Computer Science Bibliographies">Collection Home</a></li>
<li><a href="index.html">Up: Bibliographies on Mathematics</a></li>
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<h1 class="subcollectiontitle">Bibliography on random closed sets and related topics</h1>
<p style="text-align:center; font-size:small">[ &nbsp; <a href="#about">About</a> &nbsp; | &nbsp;<a href="#browse">Browse</a> &nbsp; | &nbsp; <a href="#stats">Statistics</a> &nbsp; ]</p><table width="100%" cellpadding="0"><colgroup span="4" width="1*" /><tr><th align="right">Number of references:</th><td align="left">3792</td><th align="right">Last update:</th><td align="left">February 28, 2008</td></tr><tr><th align="right">Number of online publications:</th><td align="left">95</td><th align="right">Supported:</th><td align="left">yes</td>
</tr><tr><th align="right">Most recent reference:</th><td align="left">2008</td>
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<h2 class="h2bar"><a id="about">Information on the Bibliography</a></h2>
<dl>
<dt><strong>Author:</strong></dt>
<dd><a href="http://www.cx.unibe.ch/~ilya/">Ilya Molchanov</a> &lt;ilya @ stats . gla . ac . uk&gt; <i>(email mangled to prevent spamming)</i><br />
<a href="http://www.imsv.unibe.ch/">Department of Mathematical Statistics and Actuarial Science</a><br />University of Bern <br /> Sidlerstr 5 <br /> CH-3012 Bern <br /> Switzerland
</dd><dt><strong>Abstract:</strong></dt><dd>
I would like to announce a series of bibliographies devoted to different aspects of random sets theory. The whole set of bibliographies contain subject-oriented parts. In the whole, these parts cover more than two thousand items. <br /> The bibliographies have been compiled very much to my taste, so it may well happen that I was unaware of some relevant contributions. Also some items (not relevant on the first glance) are included due to their particular connection to my own investigations in the theory of random sets. In any case a reasonable caution is necessary.</dd>
<dt><strong>Keywords:</strong></dt><dd>
extreme values theory, unions of random sets, random fractals, geometric probabilities, integral geometry, landmarks and statistical theory of shape, Minkowski sums, point processes</dd>

</dl>
<h2 class="h2bar"><a id="browse">Browsing the bibliography</a></h2>
<ul><li><dl>
<dt><strong>Original source:</strong></dt>
<dd><a href="http://www.cx.unibe.ch/~ilya/download/bib/random.closed.sets.bib.gz">http://www.cx.unibe.ch</a>...
(Format: bibtex, compressed with gzip) 
</dd></dl></li></ul>
<h2 class="h2bar"><a id="stats">Bibliographic Statistics</a></h2>
<dl>
<dt><strong>Types:</strong></dt>
<dd>article(3084), book(275), incollection(184),
inproceedings(114), techreport(69), phdthesis(30),
 unpublished(17), proceedings(9), mastersthesis(5),
 misc(3), booklet(2)</dd><dt><strong>Fields:</strong></dt>
<dd>annote(3817), year(3792), title(3791), author(3761),
pages(3357), volume(3243), journal(3082), address(568),
 publisher(530), booktitle(305), editor(236),
 series(179), number(159), note(82), institution(69),
 school(35), organization(32), type(30), month(23),
 adress(12), chapter(12), language(9), edition(6),
 optnote(6), howpublished(4), opteditor(2), optpages(2),
 optvolume(2), key(1), optaddress(1), optjournal(1),
 optpublisher(1), original(1)</dd><dt><strong>Distribution of publication dates:</strong></dt>
<dd style="text-align:center">
<object data="random.closed.sets.years.stats.svgz" type="image/svg+xml" width="800" height="400" style="width: 80ex; height: 40ex;">
<img src="random.closed.sets.years.stats.png" alt="Distribution of publication dates" title="Distribution of publication dates" />
</object></dd>
</dl>
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