Záleží nám na vašom súkromí
Pomocou súborov cookie a súvisiacich technológií, ako aj spracovaním vašich údajov môžeme lepšie prispôsobiť zobrazovaný obsah vašim potrebám.Udelením súhlasu s ukladaním informácií na vašom koncovom zariadení alebo s prístupom k informáciám a spracovaním údajov, a to aj v oblasti profilovania, trhu a štatistickej analýzy, budete môcť na stránkach Allegro ešte ľahšie nájsť presne to, čo hľadáte a čo potrebujete.Správcami vašich údajov bude spoločnosť Allegro, ako aj niektorí partneri, s ktorými spolupracujeme.
Jednoduchšie používanie našich stránok, zobrazovanie a meranie personalizovaného obsahu a reklám, vytváranie štatistík a zlepšovanie funkčnosti.Súhlas je dobrovoľný. Môžete ho kedykoľvek odvolať alebo obnoviť v záložke Nastavenia súborov cookie na hlavnej stránke. Odvolanie súhlasu nemá vplyv na zákonnosť spracovania vykonaného pred odvolaním.
zásady používania súborov cookiezásady ochrany osobných údajovĎalšie produkty od tohto predajcu
- 30,32 €
- Julian Fałat - znany i nieznany T. 4 cz. 1 i 2
za 0 € so
- 20,92 €
- Przedmieście Odrzańskie we Wrocławiu Wrocław historia
za 0 € so
- 12,69 €
- Bogowie dawnych Słowian Słowianie wierzenia
od 0 € so
Parametre
Stav | Použitý |
Faktúra | Vystavujem faktúry bez DPH |
Jazyk vydania | Angličtina |
Názov | On Nonsymmetric Topological & Probabilities Structures |
Autor | Grabiec Mariusz ,Cho Yeol Je ,Radu Viorel |
Nosič | papierová kniha |
Obal knihy | brožovaná väzba |
Rok vydania | 2006 |
Nakladateľstvo | Nova |
Počet strán | 210 |
Opis
On Nonsymmetric Topological and Probabilistic
CONTENTS
PREFACE .................................................................ix
CHAPTER I. INTRODUCTION...................................v..............1
CHAPTER II. PRELIMINARY NOTIONS AND RESULTS ............................5
2.1. Zg-Norms and their Properties........................................5
2.2. Triangulär Norms ....................................................7
2.3. Some Spaces of Monotone Functions...................................20
2.4. Quasi-Inverses of Nondecreasing Functions ..........................25
2.5. £д+-Norms and their Properties......................................27
CHAPTER III. PROBABILISTIC QUASI-PSEUDO-METRIC SPACES....................33
3.1. Probabilistic Metrie Spaces ........................................33
3.2. Properties of Quasi-Pseudo-Serstnev Spaces..........................41
3.3. Relations Generated by Pgp-Metrics..................................44
3.4. Some Classes of Probabilistic gp-Met ries...........................45
3.5. Families of Quasi-Pseudo-Metrics Generated
by gpS-Metrics.......................................................47
3.6. Notes and References................................................51
CHAPTER IV. EXAMPLES OF SPACES ...................................53
4.1. P-Discrete and P-Simple PqpM-Spaces.................................53
4.2. gpS-Spaces of Opi9-Type.............................................56
4.3. PgpAL-Spaces Generated by Probability Spaces
and Stationary Markov Chains ........................................57
CHAPTER V. TOPOLOGIES GENERATED BY METRICS ..............................59
5.1. Topological Spaces .................................................59
5.2. Topologies on PgpAL-Spaces........................................ 62
5.3. Separation Axioms in PgpAf-Spaces ..................................67
CHAPTER VI. RANDOM NORMED STRUCTURES ....................................71
6.1. Random S-Normed Spaces .............................................71
6.2. Random /-Normed Structures .........................................76
6.3. A Characterization of the Z-Norms of Hadżić-Type ...................77
vi
Contents
6.4. Remarks on Quasi-Normed and Random
Normed Structures .................................................... 78
6.5. Random Quasi-Norms ................................................... 81
CHAPTER VII. QUASI-PSEUDO-METRIZATION IN SPACES ...........................83
7.1. Quasi-Uniformities and Quasi-Ecarts ...................................83
7.2. Quasi-Metrization .....................................................85
7.3. Properties of (Pß)-Spaces .........................................< ■ ■ 88
7.4. Relationships between {PH)- and PqpM-Spaces ............................... 90
7.5. Pseudo-Metrization in PqpM-Spaces ....................................93
7.6. P-Uniformities Generated by Deterministic
Metric-Like Functions ................................................94
7.7. A Representation Theorem for Quasi-Metric Spaces...................... 100
CHAPTER VIII. PROBABILISTIC METRICS AND DETERMINISTIC
DISTANCE FUNCTIONS ........................................................103
8.1. Metric-Like Functions Defined by Probabilistic Metrics .............. 103
8.2. A General Method of Introducing Topologies ...........................111
8.3. A Family of Pro-Symmetrics for Distribution Functions ................115
CHAPTER IX. COMPLETENESS IN PqpM-SPACES AND (PH)-SPACES ...................119
9.1. Completeness in PqpM-Spaces ............................................... 120
9.2. Completeness in (PP)-Spaces .................122
CHAPTER X. FUZZY QUASI-PSEUDO-METRIC SPACES ...............................129
10.1. Fuzzy Semi-Metrics ..................................................129
10.2. Fuzzy Pseudo-Metrics ................................................132
10.3. Fuzzy Quasi-Pseudo-Serstnev Spaces ........... 137
10.4. Relations Generated by Fgp-Metrics ..................................141
10.5. Some Classes of Fuzzy gp-Metrics ....... ............................142
10.6. Families of Quasi-Ecarts Generated
by Fuzzy gpF-Metrics ................................................144
10.7. Fuzzy Quasi-Pseudo-Metric Spaces and
Generalized PqpM-Spaces .............................................147
10.8. Generalized Quasi-Pseudo-Metric Spaces ..............................149
CHAPTER XI. PROBABILISTIC AND FUZZY CONTRACTIVE MAPPINGS ... 155
11.1. Some Remarks on Probabilistic Contractions ..........................155
11.2. Contractive Mappings on PqpM- and FqpM-Spaces .......................156
11.3. The f-Norms with Fixed Point Property ...............................159
11.4. P-Contractions on Fuzzy Menger Spaces ...............................163
11.5. Hicks-Type Contractions on Fuzzy Menger Spaces ......................172
Contents vii
. I : nlinear Equations for Fuzzy Mappings .......................173
Z HAF TER ХП. CARTESIAN PRODUCTS OF EgpM-SPACES
VXD PH -SPACES ...................................................183
. 1 _ ^rtesian Products of FgpM-Spaces .........................183
. - - Zartesian Products of FępAP-Spaces of the Type {kn} .......187
. - - , -rtesian Products of (PF)-Spaces of the Type {s„} ........189
REFERENCES........................................................191
5VBJECT INDEX ....................................................20
ZAPRASZAM
Toto označenie odlišuje najlepšie obchody na portáli Allegro. Pri nákupe od Super predajcu máte zaručený vynikajúci zákaznícky servis a skvelé nákupy.
Kupujete s Allegro Protect. Všetky nákupy s vrátením peňazí do 48 h. Zobraziť podrobnosti
99,7 %
Niektoré texty boli preložené automaticky. Dajte nám vedieť, ak ste si všimli jazykovú chybu.
Prezeráte si ponuky produktu On Nonsymmetric Topological & Probabilities Structures Grabiec Mariusz ,Cho Yeol Je ,Radu Viorel. Vidíte ponuku iného produktu? Nahláste nám to