of view it is the fact that the fundamental polynomial solution of the (Hirota form of the) KP equation areSchur functionsthat gives the clearest suggestion and the main consequence of the above observation is that the technique is restricted to equations of the (reduced) bilinear KP and n-...
Summary In Chapter 8 the polynomial description of the target dynamics is given in terms of a linear vector differential equation. This equation is shown to be very useful for obtaining the transition matrix for the target dynamics by either numerical integration or a power series in terms of ...
Simplified equation of contracted water depth in a channel having a cubical parzbola section[J]. South鄄to鄄North Water Transfers and Water Science & Technology,2012,10(1):136鄄138. (in Chinese)) [10] 赵延风,王正中,刘计良. 抛物线类渠道断面收缩水深 的计算通式[J]. 水力发电学报,2013,32(1...
General Form for Linear Time㊣nvariant System 来自 ResearchGate 喜欢 0 阅读量: 15 作者: E Brookner 摘要: In Chapter 8 the polynomial description of the target dynamics is given in terms of a linear vector differential equation. This equation is shown to be very useful for obtaining the ...
If we were to find a general expression of xnxn , we do it by considering a matrix A=(a110)A=(a110) giving us eigenvalues λ1,λ2λ1,λ2 . However, the general solution for such equation is xn=α(λ1)n+β(λ2)nxn=α(λ1)n+β(λ2)n Can somebody explain how this gene...
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We equivalently change the form of equation to make it easier to be understood in this context. ϵ-differential privacy is closely related to γ-amplification. Suppose that a γ-amplifying sanitization also produces an output y when input x is absent by randomly generate x that ranges over ...
polynomial equation representation - SmPolynomial non-axis aligned bounding box - SmPseudoBox one-dimensional interval - SmExtent1d two-dimensional bounding box - SmExtent2d three-dimensional bounding box - SmExtent3d n-dimensional bounding box - SmExtentNd ...
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