|
| |||||||||||
| |||||||||||
Full Screen- Title
- CERTIFICATE
- DECLARATION
- ACKNOWLEDGEMENT
- CONTENTS
- Introduction
- I. Fuzzy Total Variation
- 1.0 Introduction
- 1.1 Preliminaries
- 1.2 Fuzzy Total Variation
- 1.3 Fuzzy Upper Variation and Fuzzy Lower Variation
- 1.4 Fuzzy ยต-null Function
- 1.5 The Space F (Xp)
- II. Integration of Fuzzy Simple Functions
- 2.0 Introduction
- 2.1 The Fuzzy Integrability
- 2.2 Fuzzy Linear Subspace
- III. Fuzzy Integrable Functions
- 3.0 Introduction
- 3.1 Fuzzy Integrable Function
- IV. Some Important Theorems
- 4.0 Introduction
- 4.1 Countably Additive Fuzzy Measure
- 4.2 Fuzzy Analogous forms of Egoroffs Theorem, Fatous Lemma and Dominated Convergence Theorem
- V. Lebesgue Decomposition With Respect to a Fuzzy Measure
- 5.0 Introduction
- 5.1 Preliminaries
- 5.2 Lebesgue Decomposition with Respect to a Fuzzy Measure.
- VI. Fuzzy Vector Valued Integration
- 6.0 Introduction
- 6.1 The Fuzzy Semi-Variation of Fuzzy Vector Valued Measure.
- 6.2 Integration with Respect to Fuzzy Vector Valued Measure
- References