![real analysis - Monotone nature of sequences used to define 'lim sup' and 'lim inf' - Mathematics Stack Exchange real analysis - Monotone nature of sequences used to define 'lim sup' and 'lim inf' - Mathematics Stack Exchange](https://i.stack.imgur.com/oaVX7.png)
real analysis - Monotone nature of sequences used to define 'lim sup' and 'lim inf' - Mathematics Stack Exchange
Gabriel Peyré on X: "The Shapley-Folkman-Starr theorem states that the Minkowski sum « convexifies » sets. https://t.co/fHRJjd5JKE https://t.co/K6M8YUu3ry" / X
![Yann LeCun on X: "Max pooling is a special case of inf-convolution (or sup-convolution), which is an addition in Legendre transform space." / X Yann LeCun on X: "Max pooling is a special case of inf-convolution (or sup-convolution), which is an addition in Legendre transform space." / X](https://pbs.twimg.com/media/Fsxqw6GXgAEYkqJ.jpg)
Yann LeCun on X: "Max pooling is a special case of inf-convolution (or sup-convolution), which is an addition in Legendre transform space." / X
![Intraparietal sulcus on parietal lobe (top right: gray. Figure modified... | Download Scientific Diagram Intraparietal sulcus on parietal lobe (top right: gray. Figure modified... | Download Scientific Diagram](https://www.researchgate.net/publication/354329014/figure/fig1/AS:1063806784512000@1630642710079/ntraparietal-sulcus-on-parietal-lobe-top-right-gray-Figure-modified-from-work-in.png)