Poetica matematică:
Saved in:
| Main Author: | |
|---|---|
| Format: | Book |
| Language: | Romanian |
| Published: |
Bucureşti
Ed. Academiei Republicii Soc. România
1970
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| Subjects: | |
| Online Access: | Inhaltsverzeichnis |
| Physical Description: | 400 S. Ill. |
Staff View
MARC
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| 650 | 4 | |a Mathematik | |
| 650 | 4 | |a Mathematisches Modell | |
| 650 | 4 | |a Poetics |x Mathematical models | |
| 650 | 4 | |a Theater |x Mathematical models | |
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Record in the Search Index
| _version_ | 1804121428877901824 |
|---|---|
| adam_text | MATHEMATICAL POETICS (CONTENTS) PREFACE CHAPTER I PRELIMINARIES
MATHEMATICS AND MATHEMATICAL LANGUAGE 15 .A DOUBLE RECORD 16
NEVERTHELESS, THE MATHEMATICAL STUDY OF POETIC LANGUAGE IS POSSIBLE . .
. . 17 BIRKHOFF S IDEAS 20 MATHILA C. GHYKA S IDEAS 21 IMPORTANCE OF THE
EXPRESSION 24 MUSICAL STRUCTURE OF POETIC LANGUAGE 25 EVOLUTION OF THE
PROSODIC PARAMETERS 26 FROM PREMATHEMATICAL TO MATHEMATICAL POETICS 28
POETICAL SITUATION IS IMPRECISE, BUT THE POETICAL MEANS ARE PRECISE! . .
. . 29 CHAPTER II OPPOSITIONS BETWEEN THE SCIENTIFIC LANGUAGE AND THE
POETIC LANGUAGE THE TERM OF REFERENCE : THE SCIENTIFIC LANGUAGE 31
RATIONAL-EMOTIONAL 32 LOGICAL DENSITY * DENSITY OF SUGGESTION 32
INFINITE SYNONYMY * LACK OF SYNONYMY 33 LACK OF HOMONYMY (CLOSING) *
INFINITE HOMONYMY (OPENING) 34 THE CLUE OF THE POETICAL SITUATION 35
RELATIVITY OF THE CONCEPT OF AMBIGUITY 37 ARTIFLCIAL-NATURAL 38
GENERAL-SINGULAR .40 T R A N S L A T A B L E - U N T R A N S L A T A B L
E . 4 0 PRESENCE-ABSENCE OFTHE PROBLEMS OF STYLE 40 396 MATHEMATICAL
POETICS FIXITY IN THE SPACE, CONSTANCY WITH RESPECT TO THE
TIME-VARIABILITY WITH RESPECT TO THE SPACE AND THE TIME
DENUMERABLE-NONDENUMERABLE CONCORDANCC-NONCONCORDANCE BETWEEN THE
CARDINAL NUMBEROFTHE SET OF STRINGS AND THE CARDINAL NUMBER OF THE
MEANINGS TRANSPARENT-OPAQUE TRANSITIVE-NONTRANSITIVE
INDEPENDENCE-DEPENDENCE WITH RESPECT TO THE EXPRESSION
INDEPENDENCE-DEPENDENCE WITH RESPECT TO THE MUSICAL STRUCTURE
PARADIGMATIC-SYNTAGMATIC CONCORDANCE-NONCONCORDANCE BETWEEN THE
PARADIGMATIC DISTANCE AND THE SYNTAGMATIC DISTANCE SHORT CONTEXTS-LARGE
CONTEXTS LOGICAL-ALOGICAL DENOTATION-CONNOTATION ROUTINE-CREATION
GENERAL STEREOTYPIES-PERSONAL STERCOTYPIES EXPLICABLE-INEFFABLE
LUCIDITY-ENCHANTMENT PREDICTABLE-UNPREDICTABLE SHIFTERS AND
FUNCTIONALITY REFERENCES , ; CHAPTER III A PURELY DENOTATIVE LANGUAGE:
THE MATHEMATICAL LANGUAGE A TERM OF REFERENCE TO ESTIMATE THE DEGREE OF
CONNOTATIVITY . . . . . . . PRECISION, STERCOTYPY, STANDARDIZATION,
HETEROGENEITY SOME ASPECTS OF THE GRAMMATICAL STRUCTURE OF THE
MATHEMATICAL LANGUAGE. THE VERBS I N THE ROMANIAN MATHEMATICAL T E X T S
. SOME LEXICAL ASPECTS OF THE MATHEMATICAL L A N G U A G E 7 6 THE
MATHEMATICAL LANGUAGE, A TRANSLATABLE L A N G U A G E . . . 7 8 THE
PROBABILISTIC-INFORMATIONAL STRUCTURE OF MATHEMATICAL-TEXTS, AT THE
LEVEL OF LETTERS THE AVERAGE LENGTH OF WORDS . .. . . . . . . . . . ,
THE FREQUENCE OF WORDS IN SOME ROMANIAN MATHEMATICAL TEXTS THREE TYPES
OF WORDS THE CIRCULAR CHARACTER OF THE DEFINITIONS IN THE DICTIONARIES .
CONTENTS 397 MATHEMATICAL LANGUAGE AND METAPHORIC LANGUAGE 90
MATHEMATICAL METAPHOR, LINGUISTIC METAPHOR AND POETIC METAPHOR . . . 93
EXTERNAL METAPHOR AND INTERNAL METAPHOR 95 GRAPHIC METAPHOR AND
SEMI-METAPHORIC TRANSFER 98 SOME FINAL DATA AND CONSIDERATIONS
CONCERNING THE STRUCTIRE OF MATHEMATICAL TEXTS I 101 REFERENCES , . 105
CHAPTER IV THE MATHEMATICAL MODEL OF THE OPPOSITION BETWEEN THE POETIC
LANGUAGE AND THE SCIENTIFIC LANGUAGE DEGREES OF ABSTRACTION 107 THE
POETIC LANGUAGE AS DEVIANT LANGUAGE 108 DISADVANTAGES OF THE
REPRESENTATION OF POETIC LANGUAGE AS DEVIANT LANGUAGE. 109 STARTING FROM
THE SUGGESTIONS OF PIUS SERVIEN ILL THE STRUCTURE OF SEMANTIC LANGUAGE
112 INDEX OF SYNONYMY AND INDEX OF HOMONYMY 113 THE SCIENTIFIC LANGUAGE
115 RHYTHMIC STRUCTURES 118 RHYTHMIC LENGTH AND RHYTHMIC INDEX 119
RHYTHMIC DIAMETER AND RHYTHMIC DIMENSION 122 SCIENTIFIC LANGUAGES
ENDOWED WITH A RHYTHMIC STRUCTURE 124 THE LYRIC LANGUAGE 126 THE
VALUE-STRUCTURE OF THE LYRIC LANGUAGE 127 THE NATURE OF LYRIC
SIGNIFICATION 129 THE POINT OF VIEW OF THE ADDRESSEE , 131 SOME
TOPOLOGIES ASSOCIATED TO A LYRIC LANGUAGE 133 DISTANCE BETWEEN TWO
SIGNIFICATIONS 138 INDEX OF RECEPTIVITY 139 REFERENCES 141 CHAPTER V THE
POETIC FIGURES THE POETIC FIGURES, AS DEVIATIONS WITH RESPECT TO THE
SCIENTIFIC LANGUAGE . . - 144 FIVE POINTS OF VIEW IN THE CLASSIFICATION
OF DEVIATIONS 145 DEVIATION AND LINGUISTIC LEVEL 146 OTHERTYPES O F
DEVIATIONS * * - * * , . - . 1 4 9 398 MATHEMATICAL POETICS COMBINATION
OF VARIOUS CLASSIFICATIONS OF D E V I A T I O N S 1 5 0 GENERATIVE
GRAMMARS AND POETIC D E V I A T I O N S 1 5 2 SYNTAGMATIZATION OF
PARADIGMS AND PARADIGMATIZATION OF SYNTAGMS . . . . DEVIATIONS AND FUCKS
D I S T A N C E 1 5 6 TODOROV C L A S S I F I C A T I O N 1 5 6 POETIC
FIGURES AND SEMANTIC A N O M A L I E S 1 5 8 A MEASURE OF THE H E T E R
O G E N E I T Y 1 6 1 POSSIBILITY TO WORK WITH SEMANTIC CATEGORIES OF
THE SAME DEGREE OF GENERALITY PARADIGMATIC SEMANTIC DISTANCE AND AVERAGE
DEGREE OF THE FIGURES 1 MONOTONOUS SEQUENCES OF SEMANTIC C A T E G O R I
E S 1 6 5 SEMANTIC COUPLES NON-PARASITE SEMANTIC COUPLES AND THE
ASSOCIATED F I G U R E S 1 6 9 RECURRENCE OF THE FIGURES OF THE SAME T Y
P E 1 7 1 AN APPLICATION : THE MATHEMATICAL MODEL OF S Y N A E S T H E S
I A 1 7 3 SYNTACTIC DISLOCATIONS AND TYPES OF P R O J E C T I V I T Y 1
7 5 FINAL REMARKS REFERENCES CHAPTER VI PROBABILISTIC AND INFORMATIONAL
ASPECTS OF POETIC LANGUAGE ROMANIAN PRECURSORS OF THE STATISTICAL
STYLISTICS 187 STATISTICS OF RHYMES 187 ON DETERMINING THE AUTHORSHIP .
. . . , 183 STATISTICAL ASPECTS OF EMINESCU S POEMS 19 TWO
INFORMATIONAL PARAMETERS 192 THREE POEMS OF EMINESCU FROM THE POINT OF
VIEW OF ENTROPY AND OF ENERGY 193 A TYPE OF ECART 194 VALUES OF THE
ENTROPY AND OF THE ENERGY 168 SOME COMMENTS CONCERNING THE ENTROPY AND
THE ENERGY 201 INFORMATIONAL ENERGY OF THE PROSODIC ASPECT OF A POEM 203
THE POETIC LANGUAGE AND THE ENTROPIES OF HIGHER ORDERS 205 IS THE
ENTROPY A MEASURE OF POCTICITY? 207 REFERENCES 20S CHAPTER VII
COMPARATIVE ANALYSIS OF POETIC TEXTS THE BINARY CODES AND THE
COMPARATVVE STUDY OF THE POEMS 211 POETIC SEGMENTS AND HAMMING DISTANCE
223 CONTENTS 399 APPLICATION TO A POEM OF BAUDELAIRE 224 CONNEXITY OF
GRAMMATICAL CATEGORIES 233 CONNEXITY OF THE TENSES IN PREVERT S POEM
FAMILIALE * * 235 WEAK CONNEXITY WITH RESPECT TO A SET OF VALUES 236
COMPONENTS OF CONNEXITY 237 COMPONENTS OF WEAK CONNEXITY IN THE VARIANTS
OF EMINESCU S POEM MAI AM UN SINGUR DOR 238 CONNEXITY STRUCTURE AND
DEGREE OF CONNOTATIVITY 239 THE MOST REPRESENTATIVE VARIANT WITH RESPECT
TO SOME CATEGORY 240 THREE TYPES OF ISOMORPHISM 242 SUCCESSION RELATION
243 DEPENDENCE RELATION 246 CHROMATIC NUMBER, DISCONNEXION, DIAMETER AND
THEIR POETIC SIGNIFICATION . . . . 250 OTHER METHODS 251 REFERENCES. * .
* * 254 CHAPTER VIII MATHEMATICAL METHODS IN THE STUD/ OF THE THEATRE
SOME PRECURSORS 257 AN ORIGINAL SPECTATOR 259 THE DEGREE OF POPULATION
OF THE SCENE 260 TYPES OF RELATIONS BETWEEN CHARACTERS 261 SCENIC
DISTANCE AND SCENIC DIAMETER 263 DEGREE OF THE SCENIC CONFRONTATION 266
A DISTANCE OF HAMMING TYPE 267 A MEASURE OF THE SCENIC NEARNESS -. 268
AN APPLICATION CONCERNING O SCRISOARE PIERDUT* BY I. L. CARAGIALE * . .
. R 269 HIERARCHY OF CHARACTERS IN SUFLETE TARI BY CAMIL PETRESCU 271
HIERARCHY OF CHARACTERS IN ULTIMA OR* B Y MIHAIL SEBASTIAN 272 HIERARCHY
OF THE SCENES OF A PIECE 273 RECONSIDERATION OF THE PARAMETER Y 275 THE
NUMBER OF SCENES IN WHICH A CHARACTER IS PRESENT ., 276 A NEW MEASURE OF
THE CONNECTION BETWEEN CHARACTERS 277 NEARNESS OF THE CHARACTERS IN O
SCRISOARE PIERDUT* BY I. L. CARAGIALE . . . . 278 SOME SIGNIFICATIONS
280 EXTENSION OF THE METHOD TO ALL POSSIBLE CONFIGURATIONS OF CHARACTERS
. . . . 283 400 MATHEMATICAL POETICS KERNELS 287 KERNELS IN 0 SCRISOARE
PIERDUT* 288 KERNELS IN ULTIMA OR* AND IN SUFLETE TARI 291 SOME GENERAL
PROPERTIES OF THE KERNELS 295 RESULTS OF POLTI AND SOURIAU 299
GINESTIER S GEOMETRIC SCHEMES 302 :SITUATIONS IN TRIANGLE 304 SITUATIONS
IN SQUARE 305 GEOMETRY IN DIAGONAL 306 SITUATIONS WITH SEMI-OPEN
GEOMETRY 307 COMBINATIONS OF CLOSED GEOMETRIES 308 GEOMETRIES OF THE
SECOND DEGREE 310 THE DRAMATIC FORM OF STEEN JANSEN 311 TEXTUAL PLAN AND
SCENIC PLAN 313 THE BOUNDARY BETWEEN TWO SITUATIONS 315 JANSEN S
HIERARCHY OF CHARACTERS 316 AN INTEGRAL MATHEMATICAL MODEL OF THE PLAY
316 COMMENT OF THE MODEL 317 CORRELATED PLACES AND CHARACTERS 319
IRREDUCIBLE CONFIGURATIONS 320 DOMINATION BETWEEN CONFIGURATIONS 321
VOID CONFIGURATIONS 324 LANGUAGES ASSOCIATED TO A PLAY 324 REFERENCES
326 APPENDIX SOME MATHEMATICAL NOTIONS AND RESULTS 329 ADDITIONAL
REFERENCES 339 AUTHOR INDEX 370 ABSTRACT 389 -ENGLISH CONTENTS 395
REDACTOR: PETRE MOCANU TEHNOREDACTOR: VICTORIA-EUGENIA UNGUREANU BUN DE
TIPAR 16.07.1970. HIRTIE SCRIS 1 A, FORMAT 16/61X88, DE 80 G/M2. COLL DE
TIPAR 25. PLAN*E 1. C.Z. PENTRU / SI:[41.6+8. BIBLIOTECI MARI I 41:6:51
C.Z. PSN- 8.01 :S1. TRU BIBLIOTECI MICI 51:41. INTREPRINDEREA
POLIGRAFIC* INFORMA*IA, BUCURE*TI, STR. BREZOIANU, NR. 23*25. REPUBLICA
SOCIALIST* ROMANIA. PPN: 004724410 TITEL: POETICA MATEMATICEA / SOLOMON
MARCUS. - BUCURESTI : ED. ACAD. REP. SOC. ROMANIA, 1970
BIBLIOGRAPHISCHER DATENSATZ IM SWB-VERBUND
|
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| ctrlnum | (OCoLC)5670479 (DE-599)BVBBV007215454 |
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| indexdate | 2024-07-09T16:57:50Z |
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| language | Romanian |
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| physical | 400 S. Ill. |
| publishDate | 1970 |
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| publisher | Ed. Academiei Republicii Soc. România |
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| spelling | Marcus, Solomon 1925-2016 Verfasser (DE-588)103255362 aut Poetica matematică Solomon Marcus Bucureşti Ed. Academiei Republicii Soc. România 1970 400 S. Ill. txt rdacontent n rdamedia nc rdacarrier Literatuurtheorie gtt Wiskunde gtt Mathematik Mathematisches Modell Poetics Mathematical models Theater Mathematical models Poetik (DE-588)4046449-0 gnd rswk-swf Drama (DE-588)4012899-4 gnd rswk-swf Sprache (DE-588)4056449-6 gnd rswk-swf Mathematik (DE-588)4037944-9 gnd rswk-swf Poetik (DE-588)4046449-0 s Mathematik (DE-588)4037944-9 s Sprache (DE-588)4056449-6 s 1\p DE-604 Drama (DE-588)4012899-4 s 2\p DE-604 SWB Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=004621369&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis 1\p cgwrk 20201028 DE-101 https://d-nb.info/provenance/plan#cgwrk 2\p cgwrk 20201028 DE-101 https://d-nb.info/provenance/plan#cgwrk |
| spellingShingle | Marcus, Solomon 1925-2016 Poetica matematică Literatuurtheorie gtt Wiskunde gtt Mathematik Mathematisches Modell Poetics Mathematical models Theater Mathematical models Poetik (DE-588)4046449-0 gnd Drama (DE-588)4012899-4 gnd Sprache (DE-588)4056449-6 gnd Mathematik (DE-588)4037944-9 gnd |
| subject_GND | (DE-588)4046449-0 (DE-588)4012899-4 (DE-588)4056449-6 (DE-588)4037944-9 |
| title | Poetica matematică |
| title_auth | Poetica matematică |
| title_exact_search | Poetica matematică |
| title_full | Poetica matematică Solomon Marcus |
| title_fullStr | Poetica matematică Solomon Marcus |
| title_full_unstemmed | Poetica matematică Solomon Marcus |
| title_short | Poetica matematică |
| title_sort | poetica matematica |
| topic | Literatuurtheorie gtt Wiskunde gtt Mathematik Mathematisches Modell Poetics Mathematical models Theater Mathematical models Poetik (DE-588)4046449-0 gnd Drama (DE-588)4012899-4 gnd Sprache (DE-588)4056449-6 gnd Mathematik (DE-588)4037944-9 gnd |
| topic_facet | Literatuurtheorie Wiskunde Mathematik Mathematisches Modell Poetics Mathematical models Theater Mathematical models Poetik Drama Sprache |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=004621369&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
| work_keys_str_mv | AT marcussolomon poeticamatematica |