Let H, K be bounded previsibe process. M, N be two local martingales. How can I prove $d<H.M, K.N>_t = H_tK_td<M,N>_t$
$<M>$ means the quadratic variation of M.
Thanks
Let H, K be bounded previsibe process. M, N be two local martingales. How can I prove $d<H.M, K.N>_t = H_tK_td<M,N>_t$
$<M>$ means the quadratic variation of M.
Thanks
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