Hi,
Sorry for the very short explanation about the problem of intersection.
I have a wave function monitored from the heart beat in a particular interval
of
times. Apart fom that, there is a line with positive slope (e.g: y = x+2) which
lies across the wave and intersect on a number of
Hi,
Sorry for the very short explanation about the problem of intersection.
I have a wave pattern monitored from the heart beat in a particular interval of
times. Apart fom that, there is a line with positive slope (e.g: y = x+2) which
lies across the wave and intersect on a number of
Hi,
Sorry for the very short explanation about the problem of intersection.
I have a wave function monitored from the heart beat in a particular interval
of
times. Apart fom that, there is a line with positive slope (e.g: y = x+2) which
lies across the wave and intersect on a number of
How is the curve is represented? That's more important that its
organ-of-origin. If you have values of y=f(x) at discrete time points, then
y-(x+2) will change sign sometimes... the intersection point is at some time x'
in between. Am I missing something subtle here?
You could interpolate the
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