I guess I'm just impatient, but the bookmarks don't really faithfully suggest but the lecture propper starts at 0:59 or so (again I know I'm impatient but some times long intros are given)
Huygens Optics channel demonstrates how a line-of-sight elimination of the "i" component of logarithmic condensation-coordination in the context of 2-ness picture-plane interference cofactors and fractions, is integrated using a static Lensing "function" directly equivalent to e-Pi-i 1-0-infinity omnidirectional-dimensional Singularity-point positioning (WYSIWYG QM-TIME resonance evidence-existence).
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Very good and informative presentation.
He's a very good explainer.
I agree.
very true, Gowers is one of those rare mathematicians who is gifted in both mathematical research and mathematical communication.
The intonation in his voice when he said “algebraic geometry over finite fields” is so funny to me. Next lecture, do Lefschetz pencils…
Wonderful to here from this Sir.
The camera person appears to be more interested in filming Prof. Gowers than showing his presentation slides...
Love how this video also ends in 24 mins . 😂
Prof. Gowers is an amazing public speaker
I guess I'm just impatient, but the bookmarks don't really faithfully suggest but the lecture propper starts at 0:59 or so (again I know I'm impatient but some times long intros are given)
22:16 interesting slip of the tongue : )
Ikr
@cade2770 listen to those few seconds again and you'll catch what I was alluding to : )
Huygens Optics channel demonstrates how a line-of-sight elimination of the "i" component of logarithmic condensation-coordination in the context of 2-ness picture-plane interference cofactors and fractions, is integrated using a static Lensing "function" directly equivalent to e-Pi-i 1-0-infinity omnidirectional-dimensional Singularity-point positioning (WYSIWYG QM-TIME resonance evidence-existence).
Zoghdane mabkhout !!!