| 標題: | 一般超擴散過程路徑性質之研究 On Path Properties for Superdiffusion with a General Branching Mechanism |
| 作者: | 許元春 SHEU YUAN-CHUNG 交通大學應用數學系 |
| 關鍵字: | 超擴散過程;馬可夫過程;粒子系統;非線性函數;瞬間;復發;不變量測;遍歷性;Superdiffusion;Markov process;Particle system;Nonlinear function;Transience;Recurrence;Invariance measure;Ergodicity |
| 公開日期: | 1998 |
| 官方說明文件#: | NSC87-2115-M009-009 |
| URI: | http://hdl.handle.net/11536/95159 https://www.grb.gov.tw/search/planDetail?id=351100&docId=62501 |
| Appears in Collections: | Research Plans |
- ON POSITIVE SOLUTIONS OF SOME NONLINEAR DIFFERENTIAL-EQUATIONS - A PROBABILISTIC APPROACH / SHEU, YC
- On states of exit measures for superdiffusions / Sheu, YC
- On a problem of Dynkin / Sheu, YC
- 超擴散過程上相交等價與容度等價之研究 / 許元春;SHEU YUAN-CHUNG
- 超擴散過程和偏微分方程 / 許元春;SHEU YUAN-CHUNG
- 超擴散過程漸近問題之研究 / 許元春;SHEU YUAN-CHUNG
- 超擴散過程的存活問題 / 許元春;SHEU YUAN-CHUNG
- Lifetime and compactness of range for super-Brownian motion with a general branching mechanism / Sheu, YC
- A Hausdorff measure classification of polar lateral boundary sets for superdiffusions / Sheu, YC
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