1) A log stack is a stack along with an effective divisor (could be useful for studying moduli of smooth curves, then) 2) A log stack is a stack over the category of log schemes. Is either one …

A three-logs stack is an item used to reduce the carry weight of log. Log stacks are used to significantly reduce the encumbrance of logs from 9 to just 3 per log, making them much …

Nov 15, 2020 · Yes, they are the same. Actually the notation $\log^3 n$ should mean the composition of $\log$ with itself three times, meaning $\log \log \log n$, to be coherent with the …

Dec 11, 2013 · Big O doesn't deal with constant factors, and the difference between Log x (n) and Log y (n) is a constant factor. To put it a little differently, the base of the logarithm basically just …

Aug 22, 2017 · For example, with log 3 we have u = 1/2, whereas for log(1/3) we would have to use the series to compute log(1 − 2/3). If you are expanding a Taylor series to cover (0, 2), …

In Section 3 we present a proof of (1.1),assuming the result, provenin the appendix(A.2), that Log S is a stack with respect to the fppf topology. There are two main reasons for proving that Log …

Oct 12, 2019 · I have the following series: $$\sum_{k=0}^{\infty} \left(\frac{1}{3k+1}+\frac{1}{3k+2}-\frac{2}{3k+3}\right)$$ Wolfram says this is just $\log 3$. I have been trying to figure out how …

Apr 28, 2016 · log(x) is the logarithm in base 2; The proof: As we know, ln(a^b) = b*ln(a) and log(x) = ln(x)/ln(2). We apply these formulas to both functions: ln(3^log(n)) = log(n)*ln(3) = …

Made from our highly durable 200-250mm diameter robinia poles, the robinia 3 log stack is extremely robust whilst still offering an architec-tural pleasing piece. A simple yet, challenging …

Aug 22, 2013 · Another option would be to write a recursive function whose runtime, via the Master Theorem, works out to O (n 3 log n). One way to do this is to have a function that …