The level crossing analysis of the DAX and the price of oil given time series. We determine the
average frequency positive slope, $ \ nu_ (\ alpha }^+$, where $ T_ (\ alpha) = 1 / \ nu_
(\ Alpha) ^ + $ is the average waiting time for observing the plane $ \ alpha $ again.
We estimate the probability $ P (K, \ alpha) $ gives us the probability
$ K $ times the level of $ \ alpha $ with a positive slope in the time scale $ T_ (\ alpha) $. To
time series analysis, we found that a maximum of $ K $ is around $ \ approx $ 6. We show that using
Analysis of the crossings can connect standard projections of oil and DAX series (-
rear) with good accuracy for the levels in the range $ -0.5 <\ alpha <0.5 $.