超球面模型(MDSM)的探索与应用分享 http://blog.sciencenet.cn/u/TUGJAYZHAB 用多元向量表示系统状态,多元向量乘法群描述系统的运动,白-杰时间链连接历史和现实: Y(i,k+1)=[Y(i,k)*T(i,k)+D(i,k+1)]/2。

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【向量代数】(终结篇09)
2017-11-8 00:28
If the diagonal elements of the Th -matrix are replaced by non-zero real numbers, then it becomes a normal diagonal matrix and a normal diagonal matrix is a Multiplicative Group. Then the Th -matrix has some practical applications. For example, if we replaced the diagonal ...
个人分类: CLUB|1293 次阅读|没有评论
【向量代数】(终结篇08)
2017-11-8 00:22
Th -Matrix is the Identity Matrix, which is a matrix of multiplicative identity, and has a few special properties: 1) It can be multiplied by the left or right by a same dimensional matrix, but remains the same: I*A = A*I = A 2) If the product of two matrices A and B is an Identity Ma ...
个人分类: CLUB|1250 次阅读|没有评论
【向量代数】(终结篇07)
2017-11-8 00:15
Since the seventeen ’s=1 are mutually perpendicular to each other in 17-space, they form a 17*17 Diagonal Matrix. We named it Theodorus-Matrix, or Th -Matrix.The diagonal elements of this 17*17 Th -Matrix are equal to 1, and the non-diagonal elements are zeros: ...
个人分类: CLUB|1205 次阅读|没有评论
【向量代数】(终结篇06)
2017-11-8 00:11
Next topic, Diagonal Matrix Now,the sequential 17 ones (unit vectors) that are orthogonal to each other, can be expressed as a Matrix
个人分类: CLUB|1044 次阅读|没有评论
【向量代数】(终结篇03)
2017-11-7 23:24
Lets start with a 2500 year old Theodorus Spiral
个人分类: CLUB|1245 次阅读|没有评论
MDSM COMMUNICATION 171017
2017-10-18 08:47
PPT NOTES, V.10 1 Appl. Math Seminar, 223 Weber, Thursday, Sept.14, 2017 Title: Theodorus Spiral, Vector Algebra andSystem Monitoring Speaker: T. Jay Bai, Ph.D. 970-495-9716, tjbmdsm@yahoo.com Abstract: “Theodorus Spiral” can be expressed as a 17*17diagonal matrix, and then ...
个人分类: CLUB|1970 次阅读|1 个评论

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