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The earth is round (p < 0.01).
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1d
asked
Why $\frac{1}{2i}(e^{i\omega t} - e^{-i\omega t}) = \frac{i}{2} (e^{-i \omega t} - e^{i\omega t})$
Mar
5
asked
Copula theory: Understanding this mapping ($t \mapsto C(t,a)$)
Dec
13
asked
Expectations of multiplied Wiener processes.
Dec
12
asked
Is this geometric Brownian Motion?
Dec
4
asked
What's the intuition behind non-integer exponents/powers
Dec
3
answered
Partial Derivative of an Integral
Dec
2
asked
Notation: What's $]a,b[$
Nov
30
answered
Black Scholes model
Nov
30
answered
Black scholes model type
Nov
25
asked
Substituting integral into an integral
Nov
24
asked
Levy's characterization of Brownian motion
Nov
24
asked
Density process/Radon-Nikodym derivative problems
Nov
24
asked
The Lebesgue integral $\int_\Omega dP$
Nov
24
asked
Covariation of Wiener processes, $\langle W_1,W_2\rangle_t = \rho t$.
Nov
24
asked
Expectation of exponential martingale and indicator function.
Nov
23
asked
Is it true that $X(t)^a > K \iff X(t) > K^\frac1a$
Nov
22
asked
Partial derivative notation: $\left.\frac{\partial \cdot}{\partial\cdot} \right|_{u=T}$
Nov
21
asked
Partial derivative of integral: Leibniz rule?
Nov
15
asked
Integral with respect to Wiener process.
Nov
15
asked
Partial derivative of a summation.
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