185N. Phase noise in oscillators (introduction)

I watched with satisfaction the firsts 184 videos and this is the first that I found not so clear. Perhaps it is too fast and the slides parts are not strictly correlated (highlighted) with speech

I wish slides were shown for more time instead of focusing on professor.

چ😇را فکر میکنم ایرانی هستی

Hello,
Thank you very much for this video, it is very informative, and I learned a lot.
I do have a question though (basic one).
In the beginning of the video you state that the jitter variance widen over time and I don't quite get it.
I understand that the phase "error" you add at each clock cycle stays there for ever, therefore over time you keep on adding errors with a given distribution.
Which means over time you have more and more chance to be really off the "ideal" edge position (vs. time).
But I don't get why the the distribution itself widens (ie. variance increases over time, t^2 in your graph)...
Can you help me understand that?
Regards.

Is there a link to the two papers by Prof Hajimiri ?

Thank you for the lecture. Are the slides available for download?

Can I get the slides used in this lecture?

How does the formula 2D/(del_w)^2 came?

Brilliant explanation Prof Hajimiri! The explanation augments really well to the one in your paper. Thank you so much

I tried to read your paper many times, but not quite understand. Now it's clear.

Is the capital gamma function of (wo *t) the reflection coefficient of the impedance matching? If so, that woul explain that cancelling the reactive component of the negative impedance optimize to the minimum the phase noise magnitude.

Ali Hajimiri is the best with no questions !!!!

Awesome, I was just getting ready to look through your lectures for one on oscillators. I was using an OpAmp as a buffer, but it started self-oscillating.

Thank you so much!!
Who can explain it better than the author himself :-)