Welcome to TiddlyWiki created by Jeremy Ruston, Copyright © 2007 UnaMesa Association
* Lecturer, Department of Mathematics, University of Athens, Greece, 1973-76.
* Assistant Professor (visiting), Department of Mathematics, McGill University, Montreal, Canada, 1973-74.
* Privat Docent, Department of Mathematics, University of Athens, Greece, 1976-82.
* Assistant Professor, Department of Mathematics, University of Athens, Greece, 1982-84.
* Associate Professor, Department of Mathematics, University of Athens, Greece, 1984-87.
* Associate Professor (visiting), Department of Statistics, Temple University, Philadelphia, PA 19122, U.S.A. 1985-86.
* Professor, Department of Mathematics, University of Athens, Greece, 1987-.
* Professor (visiting), Department of Mathematics and Statistics, University of Cyprus, Cyprus, 1994-95 (spring semester), 1995-96, 2003-04 (spring semester), 2007-08 (fall semester), 2010-2011, 2011-2012 (fall semester).
* Director, Section of Statistics and O.R., 1986-92, 1994-95, 1996-98.
* Vice chairman, Department of Mathematics, 1989-92.
# Ch. A. Charalambides, The generalized Stirling and C-numbers, Sankhya, Series A, 36 (1974), 419-436.
# Ch. A. Charalambides, Minimum variance unbiased estimation for a class of left-truncated discrete distributions, Sankhya, Series A, 36 (1974), 397-418.
# Ch. A. Charalambides, The distributions of sufficient statistics of truncated generalized logarithmic series Poisson and negative binomial distributions, Canadian Journal of Statistics, 2 (1974), 261-275.
# Ch. A. Charalambides, A sequence of exponential integers, Bulletin of the Greek Mathematical Society, New Series, 15 (1974), 52-58.
# T. Cacoullos and Ch. A. Charalambides, On minimum variance unbiased estimation for truncated binomial and negative binomial distributions, Annals of the Institute of Statistical Mathematics, 27 (1975), 235-244.
# Ch. A. Charalambides, The asymptotic normality of certain combinatorial distributions, Annals of the Institute of Statistical Mathematics, 28 (1976), 499-506.
# Ch. A. Charalambides, On the generalized discrete distributions and the Bell polynomials, Sankhya, Series B, 39 (1977), 36-44.
# Ch. A. Charalambides, A new kind of numbers appearing in the n-fold convolution of truncated binomial and negative binomial distributions, SIAM Journal on Applied Mathematics, 33 (1977), 279-288.
# Ch. A. Charalambides, Some properties and applications of the differences of the generalized factorials, SIAM Journal on Applied Mathematics, 36 (1979), 273-280.
# Ch. A. Charalambides, Bernoulli related polynomials and numbers, Mathematics of Computation, 33 (1979), 794-804.
# Ch. A. Charalambides, A problem of arrangements on chessboards and generalizations, Discrete Mathematics, 27 (1979), 179-186.
# Ch. A. Charalambides, Bipartitional polynomials and their applications in combinatorics and statistics, Discrete Mathematics, 34 (1981), 81-84.
# Ch. A. Charalambides and H. Papageorgiou, On Bivariate generalized binomial and negative binomial distributions, Metrika, 28 (1981), 83-92.
# Ch. A. Charalambides and H. Papageorgiou, Bivariate Poisson-binomial distributions, Biometrical Journal, 23 (1981), 437-450.
# Ch. A. Charalambides, On a restricted occupancy model and its applications, Biometrical Journal, 23 (1981), 601-610.
# Ch. A. Charalambides, Central factorial numbers and related expansions, The Fibonacci Quarterly, 19 (1981), 451-456.
# Ch. A. Charalambides, On the enumeration of certain compositions and related sequences of numbers. The Fibonacci Quarterly, 20 (1981), 132-146.
# Ch. A. Charalambides and O. D. Chryssaphinou, Partition polynomials in fluctuation theory, Mathematische Nachrichten, 106 (1982), 89-100; Correction, Mathematische Nachrichten, 116 (1984), 315.
# Ch. A. Charalambides and M. Koutras, On the differences of the generalized factorials at an arbitrary point and their combinatorial applications, Discrete Mathematics, 47 (1983), 183-201.
# Ch. A. Charalambides, On restricted and pseudo-contagious occupancy distributions, Journal of Applied Probability, 20 (1983), 872-876.
# Ch. A. Charalambides, Minimum variance unbiased estimation for the zero class truncated bivariate Poisson and logarithmic series distributions, Metrika, 31 (1984), 115-123.
# Ch. A. Charalambides, On the weighted Stirling and other related numbers and some combinatorial applications, The Fibonacci Quarterly, 22 (1984) 297-309.
# Ch. A. Charalambides and H. Papageorgiou, Some remarks on the moments of discrete distributions, The American Statistician (letter to the editor), 38 (1984), 71.
# Ch. A. Charalambides, Probabilities and moments of generalized discrete distributions using finite differences operators, Communications in Statistics, Theory and Methods, 13 (1984), 3225-3241.
# Ch. A. Charalambides and A. Kyriakoussis, An asymptotic formula for the exponential polynomials and a central limit theorem for their coefficients, Discrete Mathematics, 54 (1985), 259-270.
# Ch. A. Charalambides, On some properties of the linear function Poisson, binomial and negative binomial distributions, Metrika, 33 (1986), 203-206.
# Ch. A. Charalambides, Gould series distributions with applications to fluctuations of sums of random variables, Journal of Statistical Planning and Inference, 14 (1986), 15-28.
# Ch. A. Charalambides, On discrete distributions of order k, Journal of the Institute of Statistical Mathematics, 38 (1986), 557-568.
# Ch. A. Charalambides, Derivation of probabilities and moments of certain generalized discrete distributions via urn models, Communications in Statistics-Theory and Methods, 15 (1986), 677-696.
# Ch. A. Charalambides and J. Singh, A review of the Stirling numbers, their generalizations and statistical applications, Communications in Statistics-Theory and Methods, 17 (1988), 2533-2595.
# Ch. A. Charalambides, Abel series distributions with applications to fluctuations of sample functions of stochastic processes, Communications in Statistics-Theory and Methods, 19 (1990), 317-335.
# Ch. A. Charalambides, On a generalized Eulerian distribution, Annals of the Institute of Statistical Mathematics, 43 (1991), 1978-206.
# Ch. A. Charalambides, Lucas numbers and polynomials of order k and the length of the longest circular success run, The Fibonacci Quarterly, 29 (1991), 290-297.
# Ch. A. Charalambides and M. Koutras, On a generalization of Morisita's model for estimating the habitat preference, Annals of the Institute of Statistical Mathematics, 45 (1993), 201-210.
# Ch. A. Charalambides, On the q-differences of the generalized q-factorials, Journal of Statistical Planning and Inference, 54 (1996), 31-34.
# Ch. A. Charalambides, The rook numbers of Ferrers boards and related restricted permutation numbers, Journal of Statistical Planning and Inference, 101 (2002), 33-48.
# N. Balakrishnan, Ch. A. Charalambides and N. Papadatos, Bounds on the expectation of order statistics from a finite population, Journal of Statistical Planning and Inference, 101 (2003) 569-588.
# Ch. A. Charalambides, Non-central generalized q-factorial coefficients and q-Stirling numbers, Discrete Mathematics, 275, (2004), 67-85.
# Ch. A. Charalambides, Moments of a class of discrete q-distributions, Journal of Statistical Planning and Inference, 135(2005), 64-75.
# Ch. A. Charalambides, Derivation of a joint occupancy distribution via a bivariate inclusion and exclusion formula, Metrika, 62(2005), 149-160.
# Ch. A. Charalambides, A unified derivation of the complementary waiting time distribution in sequential occupancy, Methodology and Computing in Applied Probability 8 (2006), 345-356.
# Ch. A. Charalambides, Distributions of record statistics in a geometrically increasing population, Journal of Statistical Planning and Inference 137 (2007), 2214-2225.
# Ch. A. Charalambides, Exact distributions of the number of r-records and the r-record and inter-r-record times, Communications in Statistics-Theory and Methods 36 (2007), 1305-1317.
# Ch. A. Charalambides, Distributions of random partitions and their applications, Methodology and Computing in Applied Probability 9 (2007), 163-193.
# Ch. A. Charalambides, On the distribution and moments of record values in increasing populations, Journal of the Iranian Statistical Society, 6 (2007) 47-60.
# Ch. A. Charalambides and T. Rychlik, Distributions and moments of record values in a sequence of maximally dependent random variables, Journal of Statistical Planning and Inference 138 (2008) 2253-2266.
# Ch. A. Charalambides, Combinatorial probability interpretation of certain modified orthogonal polynomials, European Journal of Combinatorics, 29 (2008) 1704-1716.
# Ch. A. Charalambides, Distribution of record statistics in a q-factorially increasing population, Communications in Statistics-Theory and Methods 38 (2008) 2042-2055.
# Ch. A. Charalambides, The q-Bernstein basis as a q-binomial distribution, Journal of Statistical Planning and Inference 140 (2010) 2184-2190.
# Ch. A. Charalambides, Discrete q-distributions on Bernoulli trials with a geometrically varying success probability, Journal of Statistical Planning and Inference 140 (2010) 2355-2383.
# Ch. A. Charalambides, A q-Pólya urn model and the q-Pólya and the inverse q-Pólya distributions, Journal of Statistical Planning and Inference 142 (2012) 276-288.
# Ch. A. Charalambides, On the distributions of absorbed particles in crossing a field containing absorption points, Accepted for publication in Fundamenta Informaticae (2012)
# Probability and Statistical Models with Applications, (co-authored with M. V. Koutras and N. Balakrishnan), Chapman & Hall/CRC Press, Boca Raton, 2001, pages 605+xl.
# Enumerative Combinatorics, Chapman & Hall/CRC Press, Boca Raton, 2002, pages 609+xvi.
# Combinatorial Methods in Discrete Distributions, John Wiley & Sons, Hoboken, New Jersey, 2005, pages 416+xiv.
# Combinatorics, Vol. 1 (Second Edition), Ekdhosis Symmetria, Athens 1990, pages 310+viii.
# Combinatorics, Vol. 2, Ekdhosis Symmetria, Athens 1990, pages 251+viii.
# Probability Theory and Applications, Vol. 1, Ekdhosis Symmetria, Athens 1990, pages 283+viii.
# Probability Theory and Applications, Vol. 2, Ekdhosis Symmetria, Athens 1991, pages 284+viii.
# Probability Theory and Applications, Ekdhosis Symmetria, Athens 2009, pages 588+xvi.
[[General Info]]
[[Research Interests]]
[[Education]]
* Diploma in Mathematics, University of Athens, November 1969.
* Doctor’s degree in Mathematical Statistics, University of Athens, June 1972.
* Docent in Mathematical Statistics, University of Athens, January 1976.
; Date and place of birth:
: December 19, 1945, Kilani, Limassol, Cyprus
; Citizenship:
: Cypriot and Greek
; Nationality:
: Greek
; Marital Status:
: Married, two children.
; Languages:
: Greek (native), English
; Academic position:
: Professor, Section of Statistics and Operations Research, Department of Mathematics, University of Athens, Greece.
; Office address:
: Section of Statistics and O.R., Department of Mathematics, University of Athens, Panepistemiopolis, Athens GR-157 84, Greece,
: tel.: (+30) 210 727 6307, fax: (+30) 210 727 6381
: e-mail: ccharal@math.uoa.gr
; Home address:
: 23, Kolokotroni Street, Aghia Paraskevi, Athens GR-153 42, Greece.
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Participated in the following international conferences:
# European Meeting of Statisticians, Budapest, Hungary, 1972.
# NATO Advanced Study Institute on Discriminant Analysis and Applications, Athens, Greece, 1972.
# European Meeting of Statisticians, Leuven, Belgium, 1977.
# European Meeting of Statisticians, Oslo, Norway, 1979.
# NATO Advanced Study Institute on Statistical Distributions in Scientific Work, Trieste, Italy, 1981.
# First Conference on Lattice Path Combinatorics, Hamilton, Ontario, Canada, 1984.
# European Meeting of Statisticians, Thessaloniki, Greece, 1987.
# Third Conference on Lattice Path Combinatorics, New Delhi, India, 1994.
# Fourth Conference on Lattice Path Combinatorics, Vienna, Austria, 1998.
# International Conference on Recent Advances in Probability and Statistics, Athens, Greece, 1999.
# International Conference on Characterizations, Modelling and Applications, Antalya, Turkey, 2001.
# Fifth Conference on Lattice Path Combinatorics and Discrete Distributions, Athens, Greece, 2002.
# International Conference on Recent Advances in Statistical Designs and Related Combinatorics, Athens, Greece, 2003.
# International Conference on Ordered Statistical Data: Approximations, Bounds and Characterizations, Izmir, Turkey, 2005.
# International Conference on Ordered Statistical Data and Related Topics, Mashhad, Iran, 2006.
# International Conference on Ordered Statistical Data and Associated Inequalities, Amman, Jordan, 2007.
# Sixth Conference on Lattice Path Combinatorics and Applications, Johnson City, TN, USA, 2007.
# International Conference on Ordered Statistical Data and Its Applications, Aachen, Germany, 2008.
# Seventh Conference on Lattice Path Combinatorics and Applications, Sienna, Italy, 2010.
Member of the scientific committee of conferences 8, 9, 10, 12 and 13, and chairman of the organizing committee of conferences 10, 12 and 13.
^^[img[photo-05.jpg]]
[[Articles]]
[[Books in Greek]]
[[Books in English]]
[[Teaching Experience]]
[[Research Interests]]
;Member of the following scientific societies:
: * International Statistical Institute (ISI) (elected member),
: * Bernoulli Society,
: * Greek Mathematical Society,
: * Greek Statistical Institute.
; Associate editor of the international scientific journals:
: * Communications in Statistics-Theory and Methods
: * Communications in Statistics-Computation and Simulation
: * Journal of Statistical Planning and Inference
: * European Journal of Pure and Applied Mathematics
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Ourania Chryssaphinou, Doctor’s degree, 1979,
Andreas Kyriakoussis, Doctor’s degree, 1982,
Served on many Doctor’s degree thesis advisory committees
Enumerative combinatorics, discrete probability and parametric statistical estimation.
Charalambos A. Charalambides
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***/
// /%
config.tagger={defaults:{label:"Tags: ",tooltip:"Manage tiddler tags",taglist:"true",excludeTags:"",notags:"tiddler has no tags",aretags:"current tiddler tags:",toggletext:"add tags:"}};config.macros.tagger={};config.macros.tagger.arrow=(document.all?"▼":"▾");config.macros.tagger.handler=function(_1,_2,_3,_4,_5,_6){var _7=config.tagger.defaults;var _8=_5.parseParams("tagman",null,true);var _9=((_8[0].label)&&(_8[0].label[0])!=".")?_8[0].label[0]+this.arrow:_7.label+this.arrow;var _a=((_8[0].tooltip)&&(_8[0].tooltip[0])!=".")?_8[0].tooltip[0]:_7.tooltip;var _b=((_8[0].taglist)&&(_8[0].taglist[0])!=".")?_8[0].taglist[0]:_7.taglist;var _c=((_8[0].exclude)&&(_8[0].exclude[0])!=".")?(_8[0].exclude[0]).readBracketedList():_7.excludeTags.readBracketedList();if((_8[0].source)&&(_8[0].source[0])!="."){var _d=_8[0].source[0];}if(_d&&!store.getTiddler(_d)){return false;}var _e=function(e){if(!e){var e=window.event;}var _11=Popup.create(this);var _12=store.getTags();var _13=new Array();for(var i=0;i<_12.length;i++){_13.push(_12[i][0]);}if(_d){var _15=store.getTiddler(_d);_13=_15.tags.sort();}var _16=_6.tags.sort();var _17=function(_18,_19,_1a){var sp=createTiddlyElement(createTiddlyElement(_11,"li"),"span",null,"tagger");var _1c=createTiddlyButton(sp,_18,_1a+" '"+_19+"'",taggerOnToggle,"button","toggleButton");_1c.setAttribute("tiddler",_6.title);_1c.setAttribute("tag",_19);insertSpacer(sp);if(window.createTagButton_orig_mptw){createTagButton_orig_mptw(sp,_19)}else{createTagButton(sp,_19);}};createTiddlyElement(_11,"li",null,"listTitle",(_6.tags.length==0?_7.notags:_7.aretags));for(var t=0;t<_16.length;t++){_17("[x]",_16[t],"remove tag ");}createTiddlyElement(createTiddlyElement(_11,"li"),"hr");if(_b!="false"){createTiddlyElement(_11,"li",null,"listTitle",_7.toggletext);for(var i=0;i<_13.length;i++){if(!_6.tags.contains(_13[i])&&!_c.contains(_13[i])){_17("[ ]",_13[i],"add tag ");}}createTiddlyElement(createTiddlyElement(_11,"li"),"hr");}var _1f=createTiddlyButton(createTiddlyElement(_11,"li"),("Create new tag"),null,taggerOnToggle);_1f.setAttribute("tiddler",_6.title);if(_d){_1f.setAttribute("source",_d);}Popup.show(_11,false);e.cancelBubble=true;if(e.stopPropagation){e.stopPropagation();}return (false);};createTiddlyButton(_1,_9,_a,_e,"button","taggerDrpBtn");};window.taggerOnToggle=function(e){var tag=this.getAttribute("tag");var _22=this.getAttribute("tiddler");var _23=store.getTiddler(_22);if(!tag){var _24=prompt("Enter new tag:","");if(_24!=""&&_24!=null){var tag=_24;if(this.getAttribute("source")){var _26=store.getTiddler(this.getAttribute("source"));_26.tags.pushUnique(_24);}}else{return false;}}if(!_23||!_23.tags){store.saveTiddler(_22,_22,"",config.options.txtUserName,new Date(),tag);}else{if(_23.tags.find(tag)==null){_23.tags.push(tag);}else{if(!_24){_23.tags.splice(_23.tags.find(tag),1);}}store.saveTiddler(_23.title,_23.title,_23.text,_23.modifier,_23.modified,_23.tags);}story.refreshTiddler(_22,null,true);if(config.options.chkAutoSave){saveChanges();}return false;};setStylesheet(".tagger a.button {font-weight: bold;display:inline; padding:0px;}\n"+".tagger #toggleButton {padding-left:2px; padding-right:2px; margin-right:1px; font-size:110%;}\n"+"#nestedtagger {background:#2E5ADF; border: 1px solid #0331BF;}\n"+".popup .listTitle {color:#000;}\n"+"","TaggerStyles");window.lewcidTiddlerSwapTag=function(_27,_28,_29){for(var i=0;i<_27.tags.length;i++){if(_27.tags[i]==_28){_27.tags[i]=_29;return true;}}return false;};window.lewcidRenameTag=function(e){var tag=this.getAttribute("tag");var _2d=prompt("Rename tag '"+tag+"' to:",tag);if((_2d==tag)||(_2d==null)){return false;}if(store.tiddlerExists(_2d)){if(confirm(config.messages.overwriteWarning.format([_2d.toString()]))){story.closeTiddler(_2d,false,false);}else{return null;}}tagged=store.getTaggedTiddlers(tag);if(tagged.length!=0){for(var j=0;j<tagged.length;j++){lewcidTiddlerSwapTag(tagged[j],tag,_2d);}}if(store.tiddlerExists(tag)){store.saveTiddler(tag,_2d);}if(document.getElementById("tiddler"+tag)){var _2f=document.getElementById(story.idPrefix+tag);var _30=story.positionTiddler(_2f);var _31=document.getElementById(story.container);story.closeTiddler(tag,false,false);story.createTiddler(_31,_30,_2d,null);story.saveTiddler(_2d);}if(config.options.chkAutoSave){saveChanges();}return false;};window.onClickTag=function(e){if(!e){var e=window.event;}var _34=resolveTarget(e);var _35=(!isNested(_34));if((Popup.stack.length>1)&&(_35==true)){Popup.removeFrom(1);}else{if(Popup.stack.length>0&&_35==false){Popup.removeFrom(0);}}var _36=(_35==false)?"popup":"nestedtagger";var _37=createTiddlyElement(document.body,"ol",_36,"popup",null);Popup.stack.push({root:this,popup:_37});var tag=this.getAttribute("tag");var _39=this.getAttribute("tiddler");if(_37&&tag){var _3a=store.getTaggedTiddlers(tag);var _3b=[];var li,r;for(r=0;r<_3a.length;r++){if(_3a[r].title!=_39){_3b.push(_3a[r].title);}}var _3d=config.views.wikified.tag;if(_3b.length>0){var _3e=createTiddlyButton(createTiddlyElement(_37,"li"),_3d.openAllText.format([tag]),_3d.openAllTooltip,onClickTagOpenAll);_3e.setAttribute("tag",tag);createTiddlyElement(createTiddlyElement(_37,"li"),"hr");for(r=0;r<_3b.length;r++){createTiddlyLink(createTiddlyElement(_37,"li"),_3b[r],true);}}else{createTiddlyText(createTiddlyElement(_37,"li",null,"disabled"),_3d.popupNone.format([tag]));}createTiddlyElement(createTiddlyElement(_37,"li"),"hr");var h=createTiddlyLink(createTiddlyElement(_37,"li"),tag,false);createTiddlyText(h,_3d.openTag.format([tag]));createTiddlyElement(createTiddlyElement(_37,"li"),"hr");var _40=createTiddlyButton(createTiddlyElement(_37,"li"),("Rename tag '"+tag+"'"),null,lewcidRenameTag);_40.setAttribute("tag",tag);}Popup.show(_37,false);e.cancelBubble=true;if(e.stopPropagation){e.stopPropagation();}return (false);};if(!window.isNested){window.isNested=function(e){while(e!=null){var _42=document.getElementById("contentWrapper");if(_42==e){return true;}e=e.parentNode;}return false;};}config.shadowTiddlers.TaggerPluginDocumentation="The documentation is available [[here.|http://tw.lewcid.org/#TaggerPluginDocumentation]]";config.shadowTiddlers.TaggerPluginSource="The uncompressed source code is available [[here.|http://tw.lewcid.org/#TaggerPluginSource]]";
// %/
/***
|''Name:''|TagsTreePlugin|
|''Description:''|Displays tags hierachy as a tree of tagged tiddlers.<br>Can be used to create dynamic outline navigation.|
|''Version:''|1.0.1|
|''Date:''|Jan 04,2008|
|''Source:''|http://visualtw.ouvaton.org/VisualTW.html|
|''Author:''|Pascal Collin|
|''License:''|[[BSD open source license|License]]|
|''~CoreVersion:''|2.1.0|
|''Browser:''|Firefox 2.0; InternetExplorer 6.0|
!Demo
On the plugin [[homepage|http://visualtw.ouvaton.org/VisualTW.html]] :
*Try to tag some <<newTiddler>> with a tag displayed in the menu and edit MainMenu.
*Look at some tags like [[Plugins]] or [[menu]].
!Installation
#import the plugin,
#save and reload,
#optionally, edit TagsTreeStyleSheet.
! Usage
{{{<<tagsTree>>}}} macro accepts the following //optional// parameters.
|!#|!parameter|!description|!by default|
|1|{{{root}}}|Uses {{{root}}} tag as tree root|- In a //tiddler// content or template : uses the tiddler as root tag.<br>- In the //page// content or template (by ex MainMenu) : displays all untagged tags.|
|2|{{{excludeTag}}}|Excludes all such tagged tiddlers from the tree|Uses default excludeLists tag|
|3|{{{level}}}|Expands nodes until level {{{level}}}.<br>Value {{{0}}} hides expand/collapse buttons.|Nodes are collapsed on first level|
|4|{{{depth}}}|Hierachy depth|6 levels depth (H1 to H6 header styles)|
|5|{{{sortField}}}|Alternate sort field. By example : "index".|Sorts tags and tiddlers alphabetically (on their title)|
|6|{{{labelField}}}|Alertnate label field. By example : "label".|Displays tiddler's title|
!Useful addons
*[[FieldsEditorPlugin]] : //create//, //edit//, //view// and //delete// commands in toolbar <<toolbar fields>>.
*[[TaggerPlugin]] : Provides a drop down listing current tiddler tags, and allowing toggling of tags.
!Advanced Users
You can change the global defaults for TagsTreePlugin, like default {{{level}}} value or level styles, by editing or overriding the first config.macros.tagsTree attributes below.
!Code
***/
//{{{
config.macros.tagsTree = {
expand : "+",
collapse : "–",
depth : 6,
level : 1,
sortField : "",
labelField : "",
styles : ["h1","h2","h3","h4","h5","h6"],
trees : {}
}
config.macros.tagsTree.handler = function(place,macroName,params,wikifier,paramString,tiddler)
{
var root = params[0] ? params[0] : (tiddler ? tiddler.title : null);
var excludeTag = params[1] ? params[1] : "excludeTagsTree";
var level = params[2] ? params[2] : config.macros.tagsTree.level;
var depth = params[3] ? params[3] : config.macros.tagsTree.depth;
var sortField = params[4] ? params[4] : config.macros.tagsTree.sortField;
var labelField = params[5] ? params[5] : config.macros.tagsTree.labelField;
var showButtons = (level>0);
var id = config.macros.tagsTree.getId(place);
if (config.macros.tagsTree.trees[id]==undefined) config.macros.tagsTree.trees[id]={};
config.macros.tagsTree.createSubTree(place,id,root,excludeTag,[],level>0 ? level : 1,depth, sortField, labelField,showButtons);
}
config.macros.tagsTree.createSubTree = function(place, id, root, excludeTag, ancestors, level, depth, sortField, labelField,showButtons){
var childNodes = root ? this.getChildNodes(root, ancestors) : this.getRootTags(excludeTag);
var isOpen = (level>0) || (!showButtons);
if (root && this.trees[id][root]!=undefined) isOpen = this.trees[id][root];
if (root && ancestors.length) {
var t = store.getTiddler(root);
if (childNodes.length && depth>0) {
var wrapper = createTiddlyElement(place , this.styles[Math.min(Math.max(ancestors.length,1),6)-1],null,"branch");
if (showButtons) {
b = createTiddlyButton(wrapper, isOpen ? config.macros.tagsTree.collapse : config.macros.tagsTree.expand, null, config.macros.tagsTree.onClick);
b.setAttribute("treeId",id);
b.setAttribute("tiddler",root);
}
createTiddlyText(createTiddlyLink(wrapper, root),t&&labelField ? t.fields[labelField] ? t.fields[labelField] : root : root);
}
else
createTiddlyText(createTiddlyLink(place, root,false,"leaf"),t&&labelField ? t.fields[labelField] ? t.fields[labelField] : root : root);
}
if (childNodes.length && depth) {
var d = createTiddlyElement(place,"div",null,"subtree");
d.style.display= isOpen ? "block" : "none";
if (sortField)
childNodes.sort(function(a, b){
var fa=a.fields[sortField];
var fb=b.fields[sortField];
return (fa==undefined && fb==undefined) ? a.title < b.title ? -1 : a.title > b.title ? 1 : 0 : (fa==undefined && fb!=undefined) ? 1 :(fa!=undefined && fb==undefined) ? -1 : fa < fb ? -1 : fa > fb ? 1 : 0;
})
for (var cpt=0; cpt<childNodes.length; cpt++)
this.createSubTree(d, id, childNodes[cpt].title, excludeTag, ancestors.concat(root), level-1, depth-1, sortField, labelField, showButtons);
}
}
config.macros.tagsTree.onClick = function(e){
var id = this.getAttribute("treeId");
var tiddler = this.getAttribute("tiddler");
var n = this.parentNode.nextSibling;
var isOpen = n.style.display != "none";
if(config.options.chkAnimate && anim && typeof Slider == "function")
anim.startAnimating(new Slider(n,!isOpen,null,"none"));
else
n.style.display = isOpen ? "none" : "block";
this.firstChild.nodeValue = isOpen ? config.macros.tagsTree.expand : config.macros.tagsTree.collapse;
config.macros.tagsTree.trees[id][tiddler]=!isOpen;
return false;
}
config.macros.tagsTree.getChildNodes = function(root ,ancestors){
var childs = store.getTaggedTiddlers(root);
var result = new Array();
for (var cpt=0; cpt<childs.length; cpt++)
if (childs[cpt].title!=root && ancestors.indexOf(childs[cpt].title)==-1) result.push(childs[cpt]);
return result;
}
config.macros.tagsTree.getRootTags = function(excludeTag){
var tags = store.getTags(excludeTag);
tags.sort(function(a,b) {return a[0].toLowerCase() < b[0].toLowerCase() ? -1 : (a[0].toLowerCase() == b[0].toLowerCase() ? 0 : +1);});
var result = new Array();
for (var cpt=0; cpt<tags.length; cpt++) {
var t = store.getTiddler(tags[cpt][0]);
if (!t || t.tags.length==0) result.push(t ? t : {title:tags[cpt][0],fields:{}});
}
return result;
}
config.macros.tagsTree.getId = function(element){
while (!element.id && element.parentNode) element=element.parentNode;
return element.id ? element.id : "<html>";
}
config.shadowTiddlers.TagsTreeStyleSheet = "/*{{{*/\n";
config.shadowTiddlers.TagsTreeStyleSheet +=".leaf, .subtree {display:block; margin-left : 0.5em}\n";
config.shadowTiddlers.TagsTreeStyleSheet +=".subtree {margin-bottom:0.5em}\n";
config.shadowTiddlers.TagsTreeStyleSheet +="#mainMenu {text-align:left}\n";
config.shadowTiddlers.TagsTreeStyleSheet +=".branch .button {border:1px solid #DDD; color:#AAA;font-size:9px;padding:0 2px;margin-right:0.3em;vertical-align:middle;text-align:center;}\n";
config.shadowTiddlers.TagsTreeStyleSheet +="/*}}}*/";
store.addNotification("TagsTreeStyleSheet", refreshStyles);
config.shadowTiddlers.MainMenu="<<tagsTree>>"
config.shadowTiddlers.PageTemplate = config.shadowTiddlers.PageTemplate.replace(/id='mainMenu' refresh='content' /,"id='mainMenu' refresh='content' force='true' ")
//}}}
Have taught both undergraduate and graduate courses in Statistics at the University of Athens, McGill University, Temple University and University of Cyprus:
# Probability Theory I and II
# Stochastic Processes
# Combinatorics I and II
# Mathematical Statistics I and II
# Statistical Methods
# Statistical Data Analysis
# Reliability Theory (graduate)
# Stochastic processes (graduate)
# Mathematical Statistics (graduate)
[[TiddlyWiki|http://www.tiddlywiki.com]] © Osmosoft
//{{{
//This ensures that the footer sticks to the bottom of the screen when there are no tiddlers open. If that is not desirable, it can be deleted.
function setFooter() {
if (document.getElementById && document.getElementById("contentFooter") ) {
var windowHeight=findWindowHeight();
if (windowHeight>0) {
var contentHeight= document.getElementById('mainMenu').offsetHeight + document.getElementById("header").offsetHeight + document.getElementById("contentFooter").offsetHeight;
var menu= document.getElementById('mainMenu');
if (windowHeight-(contentHeight)>=0) {
menu.style.position='relative';
menu.style.marginBottom=(windowHeight-(contentHeight))+'px';
}
else {
menu.style.position='';
menu.style.marginBottom='';
}
}
}
}
window.onresize = function() {
setFooter();
}
Story.prototype.refreshTiddler_footerhack=Story.prototype.refreshTiddler;
Story.prototype.refreshTiddler = function (title,template,force)
{
var theTiddler = Story.prototype.refreshTiddler_footerhack.apply(this,arguments);
setFooter();
return theTiddler;}
//}}}