P Cvitanović
Hearding cats : chaotic field theory (emphasizes quantum physics motivation) overheads (December 6, 2021 QM3 Quantum Matter meets Maths, Lisbon  1 h talk)  
P Cvitanović
Are clouds supercomputers in the sky? overheads (March 4, 2021 Mathematics Colloquium, The Simons Center for Geometry and Physics, Stony Brook, NY  55 min talk)  
P Cvitanović
Spatiotemporal cat : a chaotic field theory overheads (December 16, 2020 Mathematical Physics Webinar, Rutgers University  55 min talk)  
P Cvitanović
Herding cats : a chaotic field theory overheads (September 25, 2020 ITS Symposium on Chaos and Quantum Field Theory  1 hour talk)  abstract  video (XXX)  
P Cvitanović and H Liang
Herding cats : a chaotic field theory overheads (July 2020)  video (similar to 2020 APS below, but 1h long)  
P Cvitanović, H Liang and M N Gudorf
Is space time? a spatiotemporal tiling of turbulence overheads (March 2, 2020 APS March Meeting  30 min talk) Revolution will not be twitterized! 

P Cvitanović and M Gudorf A spatiotemporal theory of turbulence  computational challenges overheads (October 12, 2020 Intern. Conf. Computer Simulation in Physics and beyond CSP2020, Moscow  plenary talk) 

Matthew N. Gudorf
Spatiotemporal tiling of the KuramotoSivashinsky system thesis (November 20, 2020  1 hour talk) Georgia Tech thesis repository link  
P Cvitanović: Dynamical systems are a fraud! ChaosBook.org/course1 (5:40 min manifesto Jan 11, 2022)  Act locally, think globally, tighten the rubber band: elaborated a bit in the next two videos.  
P Cvitanović: What do we talk about when we talk about chaos I (9:41 min, July 29, 2020)  When we talk, we talk about evolving in time, derive the forwardintime Jacobian.  
P Cvitanović: What do we talk about when we talk about chaos II (8:40 min July 30, 2020)  When we walk the walk, we determine the global orbit and its global stability, derive its orbit Jacobian.  
Spatiotemporal blog (dec 2017)  Working notes very rough, read at your own risk, but with lots of literature pointers on how to recast finding invariant solutions of the 1D KuramotoSivashinsky PDE into the problem of finding spatiotemporal fixed point solutions. The point is that we have give up on finding invariant solutions by forward integration in time from specified intial conditions  instead, we have to develop variational methods to multiplyperiodic solutions in spacetime. In particular, it would be very nice if someone writes a working spatiotemporal solver and runs it on some higly parallelized machine. 

Predrag Cvitanović
Chaotic Field Theory: a sketch, Physica A 288 , 61 (2000) [ arXiv:nlin.CD/0001034  DOI  NSF review panel critique ] 