
Installing a driver (.inf) file from command line - Stack Overflow
Dec 20, 2016 · I am working in Windows 8.1. I need to install a driver file (.inf file) from command line. Which command do I need to use? I know I have many other method for installing a .inf …
python - What is inf and nan? - Stack Overflow
Jul 13, 2013 · inf is infinity - a value that is greater than any other value. -inf is therefore smaller than any other value. nan stands for Not A Number, and this is not equal to 0. Although …
supremum and infimum - What does the notation inf {...} mean ...
Jul 21, 2018 · This answer is a bit like Q “what does etc. mean” being answered with “etc. means et cetera.” I.e. factually correct but not really what the OP was seeking. If the OP knew what …
What is infinity divided by infinity? - Mathematics Stack Exchange
Aug 11, 2012 · I know that $\\infty/\\infty$ is not generally defined. However, if we have 2 equal infinities divided by each other, would it be 1? if we have an infinity divided by another half-as …
pandas - What does " -inf " mean in python? - Stack Overflow
Oct 12, 2021 · Closed 4 years ago. I am trying to find a mean of spesific column in a dataframe but I take -inf as a result what is that mean ?
difference between np.inf and float ('Inf') - Stack Overflow
Feb 18, 2017 · Is there some difference between NumPy np.inf and float ('Inf')? float ('Inf') == np.inf returns True, so it seems they are interchangeable, thus I was wondering why NumPy …
java - What's the purpose of META-INF? - Stack Overflow
Sep 16, 2008 · In Java, you often see a META-INF folder containing some meta files. What is the purpose of this folder and what can I put there?
Proof that $\inf A = -\sup (-A)$ - Mathematics Stack Exchange
Prove that $\inf {A}=−\sup { (-A)}$. I think that the purpose of this question is to show you why it is not required to include the existence of infimum into the Axiom of Completeness.
Numpy Infinity constants - Difference among inf, infty, Inf, Infty ...
Numpy Infinity constants - Difference among inf, infty, Inf, Infty. Which one to use when? Asked 5 years, 9 months ago Modified 5 years, 9 months ago Viewed 1k times
real analysis - Supremum of Infimum and Infimum of Supremum ...
But does this even make sense? sup and inf are unique, so wouldn't $$\sup_ {y\in Y}\left (\inf_ {x\in X}f (x,y)\right) = \inf_ {x\in X}f (x,y)?? $$ and likewise for the inf of the sup...am I missing …