从设计角度看，EMIB-T不再局限于简单的2.5D互连，而是向3D封装技术Foveros靠拢，使得在更大芯片尺寸下实现高密度集成成为可能，为未来异构计算平台提供灵活封装架构。
맥도날드 CEO ‘맛없게 한입’ 조롱 확산…버거킹 “난 크게 한입”
。电影对此有专业解读
My opinion is that what really shapes humans’ identity, and what we crave for is community. Even if we lived in a society where reality is shaped by superintelligent AIs instead of ourselves, we can still be happy. It may hit the ego of many that we are no longer the most intelligent being in the planet, but the same way that a chimpanzee living in the wild can live happily and is not aware of the worries and scares of the stock market and geopolitics, we can live a happy and fulfilling life without worrying about the daily operation of our reality handled by the AIs.
The fundamental group of \(X\) at \(x_0\) is \[\pi_1(X, x_0) \;:=\; \bigl\{[\gamma] \mid \gamma \text{ is a loop based at } x_0\bigr\}\] equipped with the group operation of concatenation: \[[\gamma] \cdot [\delta] := [\gamma * \delta], \qquad (\gamma * \delta)(s) := \begin{cases} \gamma(2s) & s \in [0,\tfrac{1}{2}] \\ \delta(2s-1) & s \in [\tfrac{1}{2},1] \end{cases}\] The identity element is the class of the constant loop \([c_{x_0}]\), and the inverse of \([\gamma]\) is \([\bar\gamma]\) where \(\bar\gamma(s) := \gamma(1-s)\).