| 紀錄類型: |
書目-電子資源
: Monograph/item
|
| 杜威分類號: |
511.322 |
| 書名/作者: |
Fuzzy systems to quantum mechanics/ Hong-Xing Li. |
| 作者: |
Li, Hong-Xing, |
| 出版者: |
Singapore : : World Scientific,, c2020. |
| 面頁冊數: |
1 online resource (xviii, 487 p.) |
| 標題: |
Fuzzy systems. |
| 標題: |
Fuzzy sets. |
| 標題: |
Quantum theory. |
| 標題: |
Mechanics. |
| ISBN: |
9789811211195 |
| ISBN: |
9811211191 |
| ISBN: |
9789811211201 |
| 書目註: |
Includes bibliographical references and index. |
| 內容註: |
Fuzzy sets -- Fuzzy relations -- Fuzzy systems -- Approximation properties of Fuzzy systems and its error analysis -- Probability representations of Fuzzy systems -- Fuzzy system representations of stochastic systems -- The normal numbers of Fuzzy systems and their classes -- Unified theory of classic mechanics and quantum mechanics -- Unification of riemann integral and lebesgue integral -- Fuzzy systems with a kind of self-adaption. |
| 摘要、提要註: |
"This unique compendium represents important action of fuzzy systems to quantum mechanics. From fuzzy sets to fuzzy systems, it also gives clear descriptions on the development on fuzzy logic, where the most important result is the probability presentation of fuzzy systems. The important conclusions on fuzzy systems are used in the study of quantum mechanics, which is a very new idea. Eight important conclusions are obtained. The author has proved that mass-point motions in classical mechanics must have waves, which means that any mass-point motion in classical mechanics has wave mass-point dualism as well as any microscopic particle motion must have wave-particle dualism. Based on this conclusion, it has been proven that classical mechanics and quantum mechanics are unified."--Publisher's website. |
| 電子資源: |
https://www.worldscientific.com/worldscibooks/10.1142/11577#t=toc |