[1303.3575] Lie algebras responsible for zero-curvature representations ...
网页2013年3月14日 · The paper introduces a family of Lie algebras F(E) that classify all zero-curvature representations (ZCRs) of any (1+1)-dimensional scalar evolution equation E up to gauge transformations. ZCRs are one of the main tools in the theory of integrable PDEs and can be interpreted as Lax pairs.
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网页2020年5月19日 · 方法一：瞎试，总会试出来的. 方法二：看源码. 1.打开f12. 2.首先我们知道zz可以触发元首的渣渣动态弹幕. 渣渣. 3. 我们看见浏览器请求了p17.JPG 这张图片，同时我们没有看见另外的http请求，所以可以得出结论这个p17.JPG是写死在js文件中的，只要找到p17.JPG所在的js文件，就能顺藤某瓜找到逻辑. 4.搜索p17.JPG，得到该字符串出现在channel.js 里. channel.js. 5. 在channel.js里搜索p17.jpg就能找到对应的字符串了 - zz. 由 …
[1303.3575v1] Lie algebras responsible for zero-curvature ...
网页2013年3月14日 · Zero-curvature representations (ZCRs) are well known to be one of the main tools in soliton theory. In particular, Lax pairs in the (1+1)-dimensional case can be interpreted as ZCRs. For any (1+1)-dimensional scalar evolution equation, we define a sequence of Lie algebras F^n, n=0,1,2,3,..., which classify all …
[1804.04652] On Lie algebras responsible for zero-curvature ...
网页2018年4月12日 · Zero-curvature representations (ZCRs) are one of the main tools in the theory of integrable PDEs. In particular, Lax pairs for (1 + 1) -dimensional PDEs can be interpreted as ZCRs. In [ arXiv:1303.3575 ], for any (1 + 1) -dimensional scalar evolution equation E, we defined a family of Lie algebras F(E) which are responsible for all ZCRs of E …
ZCR-aided neurocomputing: A study with applications
网页2016年8月1日 · Its aim, playing the role of a tutorial that introduces three feature extraction (FE) approaches based on zero-crossing rates (ZCRs), is to offer cutting-edge algorithms in which clarity and creativity are predominant. The theory, smoothly shown and accompanied by numerical examples, innovatively characterises ZCRs as being neurocomputing agents.
(PDF) Cyclic Bases of Zero-Curvature Representations: Five ...
网页2004年8月1日 · The paper contains five examples of using cyclic bases of zero-curvature representations in studies of weak and strong Lax pairs, hierarchies of evolution systems, and recursion operators. Content...
Lie algebras responsible for zero-curvature representations of …
网页Zero-curvature representations (ZCRs) are one of the main tools in the theory of integrable PDEs. In particular, Lax pairs for (1+1)-dimensional PDEs can be interpreted as ZCRs. For any (1+1)-dimensional scalar evolution equation E, we define a family of Lie algebras F (E) which are responsible for all ZCRs of E in the following sense.
盘点B站鬼畜区的那些弹幕彩蛋 - 哔哩哔哩
网页2021年12月2日 · 彩蛋开启方法：鼠标按住“返回顶部”按钮5s以上即可出现提示框，出现提示框后按照提示输入正确的字符串后即可出现弹幕彩蛋. 如下图. 长按这个. 提示框. 输入字 …
盘点了28个B站的隐藏彩蛋！你知道几个？ - 哔哩哔哩
网页2021年8月17日 · 本文盘点了28个B站的隐藏彩蛋和使用技巧，包括弹幕、视频、直播、动态等方面，让你在B站上玩得更有趣。从镜像世界到鬼畜语音，从高级弹幕到直播互动，从动态悬赏到直播互动，你知道几个？
Spin Transport Properties of zCrXY (X, Y = S,Se) Nanoribbons ...
网页2022年10月13日 · CrXY (X, Y = S, Se) nanoribbons of the zigzag type (zCrXYNRs) are investigated as candidates for applications in nanospintronics. Density functional theory (DFT) in conjunction with a nonequilibrium Green’s function (NEGF) approach is used to model the magnetoresistance and spin-filtering properties of zCrS 2 NRs with five CrS 2 rows (5-zCrS ...