Is every topological space is measurable?
Actually I am learning about measure theory. But I have confusion between topological space and measurable . Is there any relationship among them or not?
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Actually I am learning about measure theory. But I have confusion between topological space and measurable . Is there any relationship among them or not?
I am trying to calculate the min and max values for Gaussian noise where mu=0 and sigma=0.02. It looks like it is 0.08 and -0.08 from the picture from htt...
As a calculus student I would like to know if there is any way to verify the "correctness" of an integral of a function using a calculator. I mean if have...
Find $x$ for $4^{x-4} = 7$. Answer I got, using log, was ${\log(7)\over 2\log(2)} + 4$ but the actual answer was ${\ln(7)\over2\ln(2)} + 4$ I plugged both...
Suppose that we are trying to tile $\mathbb{Z}^3$ with dominoes, i.e., two face-adjacent cubes. We start going about this haphazardly, laying dominoes in ...
Prove that $K_{3,3}$ is not planar. This problem comes from A Course in Combinatorics (Problem 1D). At this point, the authors have introduced merely the ...
I'm new to linear regression and am trying to teach myself. In my textbook there's a problem that asks "why is $R^{2}$ in the regression of $Y$ ...
I have read on several places that given a (say path connected) topological space $X$ and its universal covering $\tilde{X}\stackrel{p}\rightarrow X$, the...
The question is basically we have a continuous function $f:R\to R$ in which we have $$f(x)=\int_0^xf$$ for all real x, and it asks us to show that $f(x) =...
I want to find the domain of a Moment Generating Function of random variable k following a Bernoulli distribution. This means that: \begin{equation} f(k;p...