works as
key combination to insert a comment in microsoft word 2025 in mac osx
command+option+A
works as
key combination to insert a comment in microsoft word 2025 in mac osx
command+option+A
QT:{{”
Once the second router booted, the light turned magenta. I connected a cable directly from the existing router’s LAN output into the WAN input of the new router. Nothing else is connected to the new router in AP mode. So, it now has internet connectivity, and the
AttachedDevices screen of the first router’s admin page shows the new router just like any other device. And, the second router is broadcasting the new differently-named WIFI network as I verified by my phone, connecting to it and visiting the internet. I also updated the firmware to the latest just to eliminate any ghost problems. Things continue to work.
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Found it useful to use the same SSID & wireless password as my main router But gave it a different name (i.e. RBR50B). It shows up on my main router as still RBR50 (e.g. at http://192.168.1.43)
https://community.netgear.com/discussions/Orbi/can-a-second-orbi-router-rbr50-act-as-a-satellite-in-an-existing-network-of-anot/1779020
https://community.netgear.com/discussions/Orbi/can-a-second-orbi-router-rbr50-act-as-a-satellite-in-an-existing-network-of-anot/1779020/replies/1779095
What is the relation between Logistic Regression and Neural Networks and when to use which?
https://sebastianraschka.com/faq/docs/logisticregr-neuralnet.html
QT:{{”
In the mathematical theory of artificial neural networks, universal approximation theorems are theorems[1][2] of the following form: Given a family of neural networks, for each function f
{\displaystyle f} from a certain function space, there exists a sequence of neural networks….That is, the family of neural networks is dense in the function space.
The most popular version states that feedforward networks with non-polynomial activation functions are dense in the space of continuous functions between two Euclidean spaces, with respect to the compact convergence topology.
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https://en.wikipedia.org/wiki/Universal_approximation_theorem
Branch, J. (2025, May 4). A scenic tour of red tape: tracking the slowest High-Speed train in the country. The New York Times. https://www.nytimes.com/2025/05/04/us/high-speed-rail-california.html