Source Code Cross Referenced for Tree.java in  » Database-DBMS » db4o-6.4 » com » db4o » foundation » Java Source Code / Java DocumentationJava Source Code and Java Documentation

Java Source Code / Java Documentation
1. 6.0 JDK Core
2. 6.0 JDK Modules
3. 6.0 JDK Modules com.sun
4. 6.0 JDK Modules com.sun.java
5. 6.0 JDK Modules sun
6. 6.0 JDK Platform
7. Ajax
8. Apache Harmony Java SE
9. Aspect oriented
10. Authentication Authorization
11. Blogger System
12. Build
13. Byte Code
14. Cache
15. Chart
16. Chat
17. Code Analyzer
18. Collaboration
19. Content Management System
20. Database Client
21. Database DBMS
22. Database JDBC Connection Pool
23. Database ORM
24. Development
25. EJB Server geronimo
26. EJB Server GlassFish
27. EJB Server JBoss 4.2.1
28. EJB Server resin 3.1.5
29. ERP CRM Financial
30. ESB
31. Forum
32. GIS
33. Graphic Library
34. Groupware
35. HTML Parser
36. IDE
37. IDE Eclipse
38. IDE Netbeans
39. Installer
40. Internationalization Localization
41. Inversion of Control
42. Issue Tracking
43. J2EE
44. JBoss
45. JMS
46. JMX
47. Library
48. Mail Clients
49. Net
50. Parser
51. PDF
52. Portal
53. Profiler
54. Project Management
55. Report
56. RSS RDF
57. Rule Engine
58. Science
59. Scripting
60. Search Engine
61. Security
62. Sevlet Container
63. Source Control
64. Swing Library
65. Template Engine
66. Test Coverage
67. Testing
68. UML
69. Web Crawler
70. Web Framework
71. Web Mail
72. Web Server
73. Web Services
74. Web Services apache cxf 2.0.1
75. Web Services AXIS2
76. Wiki Engine
77. Workflow Engines
78. XML
79. XML UI
Java
Java Tutorial
Java Open Source
Jar File Download
Java Articles
Java Products
Java by API
Photoshop Tutorials
Maya Tutorials
Flash Tutorials
3ds-Max Tutorials
Illustrator Tutorials
GIMP Tutorials
C# / C Sharp
C# / CSharp Tutorial
C# / CSharp Open Source
ASP.Net
ASP.NET Tutorial
JavaScript DHTML
JavaScript Tutorial
JavaScript Reference
HTML / CSS
HTML CSS Reference
C / ANSI-C
C Tutorial
C++
C++ Tutorial
Ruby
PHP
Python
Python Tutorial
Python Open Source
SQL Server / T-SQL
SQL Server / T-SQL Tutorial
Oracle PL / SQL
Oracle PL/SQL Tutorial
PostgreSQL
SQL / MySQL
MySQL Tutorial
VB.Net
VB.Net Tutorial
Flash / Flex / ActionScript
VBA / Excel / Access / Word
XML
XML Tutorial
Microsoft Office PowerPoint 2007 Tutorial
Microsoft Office Excel 2007 Tutorial
Microsoft Office Word 2007 Tutorial
Java Source Code / Java Documentation » Database DBMS » db4o 6.4 » com.db4o.foundation 
Source Cross Referenced  Class Diagram Java Document (Java Doc) 


001:        /* Copyright (C) 2004 - 2007  db4objects Inc.  http://www.db4o.com
002:
003:        This file is part of the db4o open source object database.
004:
005:        db4o is free software; you can redistribute it and/or modify it under
006:        the terms of version 2 of the GNU General Public License as published
007:        by the Free Software Foundation and as clarified by db4objects' GPL 
008:        interpretation policy, available at
009:        http://www.db4o.com/about/company/legalpolicies/gplinterpretation/
010:        Alternatively you can write to db4objects, Inc., 1900 S Norfolk Street,
011:        Suite 350, San Mateo, CA 94403, USA.
012:
013:        db4o is distributed in the hope that it will be useful, but WITHOUT ANY
014:        WARRANTY; without even the implied warranty of MERCHANTABILITY or
015:        FITNESS FOR A PARTICULAR PURPOSE.  See the GNU General Public License
016:        for more details.
017:
018:        You should have received a copy of the GNU General Public License along
019:        with this program; if not, write to the Free Software Foundation, Inc.,
020:        59 Temple Place - Suite 330, Boston, MA  02111-1307, USA. */
021:        package com.db4o.foundation;
022:
023:        /**
024:         * @exclude
025:         */
026:        public abstract class Tree implements  ShallowClone, DeepClone {
027:
028:            public static final class ByRef {
029:
030:                public ByRef() {
031:                }
032:
033:                public ByRef(Tree initialValue) {
034:                    value = initialValue;
035:                }
036:
037:                public Tree value;
038:            }
039:
040:            public Tree _preceding;
041:            public int _size = 1;
042:            public Tree _subsequent;
043:
044:            public static final Tree add(Tree a_old, Tree a_new) {
045:                if (a_old == null) {
046:                    return a_new;
047:                }
048:                return a_old.add(a_new);
049:            }
050:
051:            public Tree add(final Tree a_new) {
052:                return add(a_new, compare(a_new));
053:            }
054:
055:            /**
056:             * On adding a node to a tree, if it already exists, and if
057:             * Tree#duplicates() returns false, #isDuplicateOf() will be
058:             * called. The added node can then be asked for the node that
059:             * prevails in the tree using #duplicateOrThis(). This mechanism
060:             * allows doing find() and add() in one run.
061:             */
062:            public Tree add(final Tree a_new, final int a_cmp) {
063:                if (a_cmp < 0) {
064:                    if (_subsequent == null) {
065:                        _subsequent = a_new;
066:                        _size++;
067:                    } else {
068:                        _subsequent = _subsequent.add(a_new);
069:                        if (_preceding == null) {
070:                            return rotateLeft();
071:                        }
072:                        return balance();
073:                    }
074:                } else if (a_cmp > 0 || a_new.duplicates()) {
075:                    if (_preceding == null) {
076:                        _preceding = a_new;
077:                        _size++;
078:                    } else {
079:                        _preceding = _preceding.add(a_new);
080:                        if (_subsequent == null) {
081:                            return rotateRight();
082:                        }
083:                        return balance();
084:                    }
085:                } else {
086:                    a_new.onAttemptToAddDuplicate(this );
087:                }
088:                return this ;
089:            }
090:
091:            /**
092:             * On adding a node to a tree, if it already exists, and if
093:             * Tree#duplicates() returns false, #onAttemptToAddDuplicate() 
094:             * will be called and the existing node will be stored in
095:             * this._preceding.
096:             * This node node can then be asked for the node that prevails 
097:             * in the tree on adding, using the #addedOrExisting() method. 
098:             * This mechanism allows doing find() and add() in one run.
099:             */
100:            public Tree addedOrExisting() {
101:                if (wasAddedToTree()) {
102:                    return this ;
103:                }
104:                return _preceding;
105:            }
106:
107:            public boolean wasAddedToTree() {
108:                return _size != 0;
109:            }
110:
111:            public final Tree balance() {
112:                int cmp = _subsequent.nodes() - _preceding.nodes();
113:                if (cmp < -2) {
114:                    return rotateRight();
115:                } else if (cmp > 2) {
116:                    return rotateLeft();
117:                } else {
118:                    setSizeOwnPrecedingSubsequent();
119:                    return this ;
120:                }
121:            }
122:
123:            public Tree balanceCheckNulls() {
124:                if (_subsequent == null) {
125:                    if (_preceding == null) {
126:                        setSizeOwn();
127:                        return this ;
128:                    }
129:                    return rotateRight();
130:                } else if (_preceding == null) {
131:                    return rotateLeft();
132:                }
133:                return balance();
134:            }
135:
136:            public void calculateSize() {
137:                if (_preceding == null) {
138:                    if (_subsequent == null) {
139:                        setSizeOwn();
140:                    } else {
141:                        setSizeOwnSubsequent();
142:                    }
143:                } else {
144:                    if (_subsequent == null) {
145:                        setSizeOwnPreceding();
146:                    } else {
147:                        setSizeOwnPrecedingSubsequent();
148:                    }
149:                }
150:            }
151:
152:            /**
153:             * returns 0, if keys are equal
154:             * uses this - other  
155:             * returns positive if this is greater than a_to
156:             * returns negative if this is smaller than a_to
157:             */
158:            public abstract int compare(Tree a_to);
159:
160:            public static Tree deepClone(Tree a_tree, Object a_param) {
161:                if (a_tree == null) {
162:                    return null;
163:                }
164:                Tree newNode = (Tree) a_tree.deepClone(a_param);
165:                newNode._size = a_tree._size;
166:                newNode._preceding = Tree.deepClone(a_tree._preceding, a_param);
167:                newNode._subsequent = Tree.deepClone(a_tree._subsequent,
168:                        a_param);
169:                return newNode;
170:            }
171:
172:            public Object deepClone(Object a_param) {
173:                return shallowClone();
174:            }
175:
176:            public boolean duplicates() {
177:                return true;
178:            }
179:
180:            public final Tree filter(final Predicate4 a_filter) {
181:                if (_preceding != null) {
182:                    _preceding = _preceding.filter(a_filter);
183:                }
184:                if (_subsequent != null) {
185:                    _subsequent = _subsequent.filter(a_filter);
186:                }
187:                if (!a_filter.match(this )) {
188:                    return remove();
189:                }
190:                return this ;
191:            }
192:
193:            public static final Tree find(Tree a_in, Tree a_tree) {
194:                if (a_in == null) {
195:                    return null;
196:                }
197:                return a_in.find(a_tree);
198:            }
199:
200:            public final Tree find(final Tree a_tree) {
201:                int cmp = compare(a_tree);
202:                if (cmp < 0) {
203:                    if (_subsequent != null) {
204:                        return _subsequent.find(a_tree);
205:                    }
206:                } else {
207:                    if (cmp > 0) {
208:                        if (_preceding != null) {
209:                            return _preceding.find(a_tree);
210:                        }
211:                    } else {
212:                        return this ;
213:                    }
214:                }
215:                return null;
216:            }
217:
218:            public static final Tree findGreaterOrEqual(Tree a_in, Tree a_finder) {
219:                if (a_in == null) {
220:                    return null;
221:                }
222:                int cmp = a_in.compare(a_finder);
223:                if (cmp == 0) {
224:                    return a_in; // the highest node in the hierarchy !!!
225:                }
226:                if (cmp > 0) {
227:                    Tree node = findGreaterOrEqual(a_in._preceding, a_finder);
228:                    if (node != null) {
229:                        return node;
230:                    }
231:                    return a_in;
232:                }
233:                return findGreaterOrEqual(a_in._subsequent, a_finder);
234:            }
235:
236:            public final static Tree findSmaller(Tree a_in, Tree a_node) {
237:                if (a_in == null) {
238:                    return null;
239:                }
240:                int cmp = a_in.compare(a_node);
241:                if (cmp < 0) {
242:                    Tree node = findSmaller(a_in._subsequent, a_node);
243:                    if (node != null) {
244:                        return node;
245:                    }
246:                    return a_in;
247:                }
248:                return findSmaller(a_in._preceding, a_node);
249:            }
250:
251:            public final Tree first() {
252:                if (_preceding == null) {
253:                    return this ;
254:                }
255:                return _preceding.first();
256:            }
257:
258:            public static Tree last(Tree tree) {
259:                if (tree == null) {
260:                    return null;
261:                }
262:                return tree.last();
263:            }
264:
265:            public final Tree last() {
266:                if (_subsequent == null) {
267:                    return this ;
268:                }
269:                return _subsequent.last();
270:            }
271:
272:            public void onAttemptToAddDuplicate(Tree a_tree) {
273:                _size = 0;
274:                _preceding = a_tree;
275:            }
276:
277:            /**
278:             * @return the number of nodes in this tree for balancing
279:             */
280:            public int nodes() {
281:                return _size;
282:            }
283:
284:            public int ownSize() {
285:                return 1;
286:            }
287:
288:            public Tree remove() {
289:                if (_subsequent != null && _preceding != null) {
290:                    _subsequent = _subsequent.rotateSmallestUp();
291:                    _subsequent._preceding = _preceding;
292:                    _subsequent.calculateSize();
293:                    return _subsequent;
294:                }
295:                if (_subsequent != null) {
296:                    return _subsequent;
297:                }
298:                return _preceding;
299:            }
300:
301:            public void removeChildren() {
302:                _preceding = null;
303:                _subsequent = null;
304:                setSizeOwn();
305:            }
306:
307:            public Tree removeFirst() {
308:                if (_preceding == null) {
309:                    return _subsequent;
310:                }
311:                _preceding = _preceding.removeFirst();
312:                calculateSize();
313:                return this ;
314:            }
315:
316:            public static Tree removeLike(Tree from, Tree a_find) {
317:                if (from == null) {
318:                    return null;
319:                }
320:                return from.removeLike(a_find);
321:            }
322:
323:            public final Tree removeLike(final Tree a_find) {
324:                int cmp = compare(a_find);
325:                if (cmp == 0) {
326:                    return remove();
327:                }
328:                if (cmp > 0) {
329:                    if (_preceding != null) {
330:                        _preceding = _preceding.removeLike(a_find);
331:                    }
332:                } else {
333:                    if (_subsequent != null) {
334:                        _subsequent = _subsequent.removeLike(a_find);
335:                    }
336:                }
337:                calculateSize();
338:                return this ;
339:            }
340:
341:            public final Tree removeNode(final Tree a_tree) {
342:                if (this  == a_tree) {
343:                    return remove();
344:                }
345:                int cmp = compare(a_tree);
346:                if (cmp >= 0) {
347:                    if (_preceding != null) {
348:                        _preceding = _preceding.removeNode(a_tree);
349:                    }
350:                }
351:                if (cmp <= 0) {
352:                    if (_subsequent != null) {
353:                        _subsequent = _subsequent.removeNode(a_tree);
354:                    }
355:                }
356:                calculateSize();
357:                return this ;
358:            }
359:
360:            public final Tree rotateLeft() {
361:                Tree tree = _subsequent;
362:                _subsequent = tree._preceding;
363:                calculateSize();
364:                tree._preceding = this ;
365:                if (tree._subsequent == null) {
366:                    tree.setSizeOwnPlus(this );
367:                } else {
368:                    tree.setSizeOwnPlus(this , tree._subsequent);
369:                }
370:                return tree;
371:            }
372:
373:            public final Tree rotateRight() {
374:                Tree tree = _preceding;
375:                _preceding = tree._subsequent;
376:                calculateSize();
377:                tree._subsequent = this ;
378:                if (tree._preceding == null) {
379:                    tree.setSizeOwnPlus(this );
380:                } else {
381:                    tree.setSizeOwnPlus(this , tree._preceding);
382:                }
383:                return tree;
384:            }
385:
386:            private final Tree rotateSmallestUp() {
387:                if (_preceding != null) {
388:                    _preceding = _preceding.rotateSmallestUp();
389:                    return rotateRight();
390:                }
391:                return this ;
392:            }
393:
394:            public void setSizeOwn() {
395:                _size = ownSize();
396:            }
397:
398:            public void setSizeOwnPrecedingSubsequent() {
399:                _size = ownSize() + _preceding._size + _subsequent._size;
400:            }
401:
402:            public void setSizeOwnPreceding() {
403:                _size = ownSize() + _preceding._size;
404:            }
405:
406:            public void setSizeOwnSubsequent() {
407:                _size = ownSize() + _subsequent._size;
408:            }
409:
410:            public void setSizeOwnPlus(Tree tree) {
411:                _size = ownSize() + tree._size;
412:            }
413:
414:            public void setSizeOwnPlus(Tree tree1, Tree tree2) {
415:                _size = ownSize() + tree1._size + tree2._size;
416:            }
417:
418:            public static int size(Tree a_tree) {
419:                if (a_tree == null) {
420:                    return 0;
421:                }
422:                return a_tree.size();
423:            }
424:
425:            /**
426:             * @return the number of objects represented.
427:             */
428:            public int size() {
429:                return _size;
430:            }
431:
432:            public static final void traverse(Tree tree, Visitor4 visitor) {
433:                if (tree == null) {
434:                    return;
435:                }
436:                tree.traverse(visitor);
437:            }
438:
439:            public final void traverse(final Visitor4 a_visitor) {
440:                if (_preceding != null) {
441:                    _preceding.traverse(a_visitor);
442:                }
443:                a_visitor.visit(this );
444:                if (_subsequent != null) {
445:                    _subsequent.traverse(a_visitor);
446:                }
447:            }
448:
449:            public final void traverseFromLeaves(Visitor4 a_visitor) {
450:                if (_preceding != null) {
451:                    _preceding.traverseFromLeaves(a_visitor);
452:                }
453:                if (_subsequent != null) {
454:                    _subsequent.traverseFromLeaves(a_visitor);
455:                }
456:                a_visitor.visit(this );
457:            }
458:
459:            // Keep the debug methods to debug the depth	
460:
461:            //	final void debugDepth(){
462:            //	    System.out.println("Tree depth: " + debugDepth(0));
463:            //	}
464:            //	
465:            //	final int debugDepth(int d){
466:            //	    int max = d + 1;
467:            //	    if (i_preceding != null){
468:            //	        max = i_preceding.debugDepth(d + 1);
469:            //	    }
470:            //	    if(i_subsequent != null){
471:            //	        int ms = i_subsequent.debugDepth(d + 1);
472:            //	        if(ms > max){
473:            //	            max = ms;
474:            //	        }
475:            //	    }
476:            //	    return max;
477:            //	}
478:
479:            protected Tree shallowCloneInternal(Tree tree) {
480:                tree._preceding = _preceding;
481:                tree._size = _size;
482:                tree._subsequent = _subsequent;
483:                return tree;
484:            }
485:
486:            public Object shallowClone() {
487:                throw new com.db4o.foundation.NotImplementedException();
488:            }
489:
490:            public abstract Object key();
491:
492:            public Object root() {
493:                return this;
494:            }
495:        }
www.java2java.com | Contact Us
Copyright 2009 - 12 Demo Source and Support. All rights reserved.
All other trademarks are property of their respective owners.