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Nienhuys-Cheng S., Wolf R. — Foundations of Inductive Logic Programming
Nienhuys-Cheng S., Wolf R. — Foundations of Inductive Logic Programming



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Название: Foundations of Inductive Logic Programming

Авторы: Nienhuys-Cheng S., Wolf R.

Аннотация:

Inductive Logic Programming is a young and rapidly growing field combining machine learning and logic programming. This self-contained tutorial is the first theoretical introduction to ILP; it provides the reader with a rigorous and sufficiently broad basis for future research in the area. In the first part, a thorough treatment of first-order logic, resolution-based theorem proving, and logic programming is given. The second part introduces the main concepts of ILP and systematically develops the most important results on model inference, inverse resolution, unfolding, refinement operators, least generalizations, and ways to deal with background knowledge. Furthermore, the authors give an overview of PAC learning results in ILP and of some of the most relevant implemented systems.


Язык: en

Рубрика: Computer science/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: 1

Год издания: 1997

Количество страниц: 410

Добавлена в каталог: 13.12.2013

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Place      see "Position"
Plotkin, G.      ix 175 176 219 226 228 243 248 252 280 283
Polman, M.      326 339
Polynomial sample PAC learnable      325 326 328
Polynomial time fitting      328
Polynomial time identification from equivalence queries      331
Polynomial time PAC learnable      328 329
Polynomial time PAC predictable      330
Polynomial VC dimension      326
Polynomially evaluable representation      327
Popper, K.      174 175n
POSITION      228
Positive example      165 172 180 323
Positive literal      36
post-processing      170
Power set      168
Pre-interpretation      24
pre-processing      170
Pre-SLDNF-tree      138
Pre-SLDNF-tree via $\mathcal{R}$      141
Predicate invention      xiii 172 177 203 346 347 354
Predicate invention, utility of      349
Predicate symbol      18
Predicate topology      356
Prenex      36
Prenex conjunctive normal form      35 36
Prenex conjunctive normal form, transformation to      37
probability distribution      323
Probably approximately correct      321 324
Probably approximately correct learning      see "PAC learning"
Problem setting of ILP      207
PROGOL      300 357 358
Program clause      130 134
Program transformation      207n 347
Proietti, M.      207n
Projection      326
PROLOG      xi 105 113 130 154 176
Prolog, computation rule      155
Prolog, cut operator      157
Prolog, declarative side      155 159
PROLOG, depth-first search      155
Prolog, lists      154
Prolog, procedural side      155 159
Prolog, syntax      154
Proof procedure      xi 56 57
Propositional language      5 8
Propositional logic      xi 3 17 332
Propositional logic, embedded in first-order logic      19 26 68
Puget, J-F.      197 350
Punctuation symbol      4 18
Quasi-order      220 300
Query      330
Quinlan, J.R.      176 300 354
Random classification noise      332
Range restricted clause      335 347
RDT      356
Real numbers      177 358
Recursive atom      338
recursive clause      277 338
Reduced clause      247 310
Reduction algorithm      248
Reduction of clause      247
Refinement graph      301
Refinement graph for optimal cover-refinement operator      316
Refinement operator      xii 176 191 220 300
Refinement operator in predicate invention      349
Reflexive relation      220
Refutation      67 71 73
Refutation completeness      x xi 58 76 84
Refutation completeness of linear resolution      98
Refutation completeness of SLD-resolution      109
Refutation completeness of unconstrained resolution      84
Reichenbach, H.      174
Reiter, R.      90 94 98 127
Relation      179 220
Relative implication      280 287
Relative subsumption      280 281 287 294
Renaming substitution      62
Representation      327
Representation by definite programs      333
Representation by theories      340
Resolution      xi 57 58 65 93 197 317
Resolution, alternative definitions of      91
Resolution, restriction to clauses      66
Resolvent      70
Restriction of a substitution      59
Reynolds, J.      ix 175 219 226 228 240 260
Ribl      359
Rieger, A.      347
Rissanen, J.      353
Rivest, R.      55 326 338n
Robinson, J.A.      66 76 91 93
Rouveirol, C.      171 197 346 347 350 351 354 359
Ruck, B.      358
Rule schema      356
Russell, B.      18 174
Russell, S.      164 337—339
Sablon, G.      197
Safe computation rule      142 156
Saitta, L.      x
Sammut, C.      175 197 354
Sample complexity      322 324
Satisfiable      12 31
Satisfy      9 29
Sato, T.      197 210 213
Schmidt-Schauss, M.      88
Scope      21
Search bias      171 346
Search heuristics      346 358
Search space      169
Sebag, M.      359
Selection (of two clauses)      252
Self-saturated clause      273
Semantic resolution      93
Semantics      4 5 22
Semi-decidable      56n
Shapiro, E.      ix xii 154 155 159 168 175 176 179 184—186 192 205 220 261 299 300 306 310 354
Shatters      325
Shepherdson, J.      118n
Shinohara, T.      175 225n 337
Shirato, S.      358
Side clause      94
SIM      300
Simple expression      59
Single-predicate learning      170 334 354 355 357
SIZE      240 260 310
Size of a concept      327
size, difficulty with      261
Skolem constants      41
Skolem Functions      41
Skolem standard form      42
Skolem substitution      83
Skolem, T.      39
Skolemization      41
Skolemized form      41
SL-resolution      94
Slagle, J.R.      76 93 94
SLD finite failure set      129 131
SLD-deduction      107 128 293
SLD-derivation      107 141
SLD-derivation of infinite length      123
SLD-refutation      107
SLD-refutation via $\mathcal{R}$      120
SLD-resolution      xi 94 102 105n 198
SLD-tree      123 128 141
SLD-tree via $\mathcal{R}$      123
SLD-tree, effect of unfolding on      208
SLDNF-derivation      140
SLDNF-refutation      140
SLDNF-refutation via $\mathcal{R}$      141
SLDNF-resolution      xi 58n 130
SLDNF-tree      133 140 155
SLDNF-tree via $\mathcal{R}$      141
Sloan, R.      332 338 339
Smith, B.      175
SOL-resolution      94
Sommer, E.      347
Soundness      58
Soundness of computed answers      116 122 125
Soundness of deduction      77
Soundness of derivation      73
Soundness of negation as finite failure      151
Soundness of resolution      66 72
Soundness of SLDNF-resolution      152
Specialization      xi 169 225 299
Specialization problem      xii 207
Specialization under subsumption      305 307
Spectre      357
Spectre II      357
Srinivasan, A.      354n 358
Staerk, R.      106
Stahl, I.      348—350 354
Standard form      35 39 40 42
Standard form of set of formulas      43
Standard form, non-equivalence of      43
Standard form, preserves unsatisfiability      45
Standardized apart      69 114
Statistical query      332n
Statistics      359
Sterling, R.      154 155 159
Sternberg, M.      357 358
Stochastic definite program      359
Subsidiary tree      133 138
Substitution      59
Substitution as a mapping      60
Subsume-equivalence class      246
Subsume-equivalent      246
Subsumption      xii 76 77 175 191 209 215 246 265 280 282 291 294 304 305 317 352 361
Subsumption for atoms      226
Subsumption is a quasi-order      246
Subsumption is decidable      246
Subsumption is NP-complete      246n
Subsumption Theorem      x xi 58 76 84 287 318
Subsumption Theorem for linear resolution      99
Subsumption Theorem for SLD-resolution      111 209
Subsumption Theorem for unconstrained resolution      78 83 86
Subsumption, proper      246
Subsumption, weaker than implication      265
Succeeds      140
Success branch      123
Success set      113
Successful SLDNF-tree      138 140
Sufficient condition      11
Symmetric difference      323
Symmetric relation      220
Syntax      4 15 18
T-implication      266
Tamaki, H.      210 213
Target concept      321
Tarski, A.      18
Tausend, B.      171 346 347
Tautology      12 31 45 77
Taylor, K.      197
Term      19
Term assignment      22 25
Term occurrence      228
Term set      268
Term-related clause      339
Test set      357
Teusink, F.      159
Theorem proving, ix      58n
Theory      166
Theory revision      169n
Time complexity      322 326 328
Time complexity with background knowledge      334
Toni, F.      173
Too strong (with respect to examples)      167
Too weak (with respect to examples)      167
TOP clause      94 107
Top element ($\top$)      226
Top-down approach to ILP      xii 170 354 356 357
Tracy      x 357
Training set      357
Transitive relation      220
TRUE      9 29
Truth table      8 13
Truth value      7 9 27 29 127 153n
Turan, G.      338 339
Turing machine      326
Turing, A.      56
TYPE      358
Type 1 program (unfolding)      210
Type 1 program (unfolding), preserves $M_{\Pi}$      213
Type 2 program (unfolding)      210
Type 2 program (unfolding), preserves equivalence      213
U-learning      325n
UDS specialization      xii 209 215 319
Ullman, J.      55 338n
Uncountable set      168
Undecidable      56 see
Undecidable, clausal implication      88
Undecidable, Horn clause implication      125
Undecidable, language bias shift problem      349
Undecidable, logical implication      56
Undecidable, satisfiability of set of Horn clauses      125
Unfolding      xii 197n 208 210 357
Unifiable      63
Unification algorithm      64 227
Unification Theorem      65
Unifier      63
Universal distribution      338
Universal quantification      39
Universal quantifier      18 23 287
Universal quantifier, interpretation of      27
Unsatisfiable      12 31 43 45
Unsoundness of cut      158
Unsoundness of floundering      142
Unsoundness of Prolog      156
Upper bound      221 225
Upward cover      xii 223
Upward cover of atom      234 239 240
Upward cover under implication      277
Upward cover under subsumption      257
Upward cover with background knowledge      281
Upward cover, complete set of      224
Upward cover, finite chain of      239
Upward refinement operator      xii 300
Upward refinement operator for finite set      310
Upward refinement operator for Horn clauses      304
Upward refinement operator, $\delta_{r}$      316
Upward refinement operator, $\delta_{u}$      309
Upward refinement operator, $\delta_{\mathcal{A}}$      302
Upward refinement operator, complete      300
Upward refinement operator, ideal      300
Upward refinement operator, ideal, does not exist      304
Upward refinement operator, locally finite      300
Upward refinement operator, proper      300
Urbancic, T.      358
Utgoff, P.      171
V-operator      200 201 205
Valiant, L.      321 331
Valid      12 31
Validation bias      171 346
van der Laag, P.      220 243 261 266 300 311
van der Torre, L.      243 300
van Emden, M.      106
Van Laer, W.      316
Vapnik — Chervonenkis dimension      see "VC dimension"
Vapnik, V.      325
Varcek, A.      358
1 2 3 4
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