When I look at the Taylor series for $e^x$ and the volume formula for oriented simplexes, it makes $e^x$ look like it is, at least almost, the sum of simplexes volumes from $n$ to $\infty$. Does ...
What does it mean (in a mathematically rigorous way) to claim something is "generic?" How does this coincide with the Zariski topology?
What is a intuitive explanation of a Markov Chain, and how they work? Please provide at least one practical example.
I have been learning some functional programming recently and I so I have come across monads. I understand what they are in programming terms, but I would like to understand what they are ...
Can someone explain to me how there can be different kinds of infinities? I was reading "The man who loved only numbers" by Paul Hoffman and came across the concept of countable and uncountable ...