Let (B_{t}=left(b_{t}, beta_{t}ight), t geqslant 0), be a two-dimensional Brownian motion. For which values of (lambda, mu

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Let \(B_{t}=\left(b_{t}, \beta_{t}ight), t \geqslant 0\), be a two-dimensional Brownian motion. For which values of \(\lambda, \mu \in \mathbb{R}\) is the process \(X_{t}:=\lambda b_{t}+\mu \beta_{t} \mathrm{aBM}^{1}\) ?

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