d integrable 中文意思是什麼

d integrable 解釋
d可積
  • d :
  • integrable : adj. 1. 可匯總的,可併合的。2. 可聚合的,可並攏的。3. 可得出總計的。4. 可取消種族隔離的。5. 【數學】可求積分的。
  1. For the integrable model, after reviewed the construction of one important integrable model, the 1 - d su ( n ) hubbard model, we constructed the tetrahedral zamolodchikov algebra, then proved the r - matrix of the model satifies the yang - baxter equation

    對可積模型,在回顧了一種重要的可積模型- 1維su ( n ) hubbard模型的構造后,我們給出了該模型的tetrahedralzamolodchikov代數,並用此代數證明了該模型r -矩陣所滿足的楊- baxter方程。
  2. In 1978, professor zhang hong qing uses the method of gebraic elimination and factorization in differential equations and successfully solve a great kind of the reducing problem of the over determined differential equations. he gives the method of " ac = bd " which used to solve the differential equations. recently, this theories have a new development, and he forwards the c - d integrable system and c - d pairs

    1978年,張鴻慶教授將代數消元和因式分解思想方法用於微分方程組,成功地解決了一大類超定微分方程組的約化問題,並提出解微分方程的「 ac = bd 」模式,近來這一理論又有了新的發展,提出了c ? d可積系統與c ? d對的概念。
  3. In this dissertation, with the aid of many types of constructive transformations and symbolic computation, some topics in nonlinear waves and integrable system are studied, including exact solutions, painleve integrability, backlund transformation, darboux transformation, symmetry ( similarity reduction ), conditional symmetry, lax integrable hierarchy, liouville integrable n - hamilton structure, constraint flow, involutive system, lax representation, r - matrix, separation of variables and integrable couplings. chapter 2 and 3 are devoted to investigating exact solutions of nonlinear wave equations : firstly, the basic theories of c - d pair and c - d integrable system are presented

    本文以構造性的變換及符號計算為工具,來研究非線性波和可積系統中的一些問題:精確解(如孤子解、周期解、有理解、 dromion解及compacton解等) 、 panileve可積性、 backlund變換、 darboux變換、對稱(相似約化) 、條件對稱、 lax可積族、 liouville可積的n - hamilton結構、約束流、對合系統、 lax表示、 r -矩陣、變量分離及可積的耦合系統
  4. Firstly, we give a basic notion and basic theory of c - d pair and c - d integrable system and then we study their applications

    首先給出了c - d對和c - d可積系統的基本理論,然後是具體研究了它們的應用。
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