Linear acting engines

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real-analysis functions derivatives solution-verification asked yesterday marymk bronze badges votes answers views find $\lambda\in\mathbb r$ such that $a\sim b$ let $a,b\in m_{ }(\mathbb r)$ where: $$a=egin{bmatrix} &\; &\; &\; \ & &\;\lambda&\; \\; &\; &\; & \end{bmatrix},b=egin{bmatrix}\; &\; & &\... linear-algebra

badges bronze badges votes answers views prove that $a$ and $b$ are nilpotent - proof checking let $a$ and $b$ be $n imes n$ matrices with real entries and $c_ , c_ , \dots ,c_{n+ }$ distinct real numbers such that $a+c_ b, a+c_ b \dots, a+c_{n+ }b$ are nilpotent matrices. prove that $a$ and $... linear-algebra...

https://math.stackexchange.com/questions/tagged/solution-verification

recent work in materials design and in process operations as examples of exciting progress. however, the really interesting and intellectually challenging problems lie in developing such conceptual frameworks as hybrid models, mechanism-based causal explanations, domain-specific knowledge discovery engines

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linear-algebra vectors d rotations asked dec ' at : karthik gowda vote answers views do $t_s$ and $h_s$ both describe hyperbolic rotation?

a hyperbolic rotation is what we get when we slide all the points on the hyperbola along by some angle: i want to do the same thing for a different ... linear-algebra matrices conic-sections rotations hyperbolic-functions asked dec ' at : ultradark gold badge silver badges bronze badges votes answers...

https://math.stackexchange.com/questions/tagged/rotations

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