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What is the weak form of a PDE? Nonlinear partial differential equations can sometimes have no solution if we think in terms of functions, that's why we need to think in terms of distributions instead! Although they're not really physical, they are still hugely important in mathematics. The Navier-Stokes equations for example, which is the basis for all of fluid dynamics, only has weak solutions as far as we know. And weak solutions play a huge role in numerical solution of pdes, everything in computational fluid dynamics (CFD), to numerical astrophysics and relativity, structures engineering, all of these solve for weak solutions! Check out our podcast channel on Youtube or wherever else you get your podcasts: / @beyondthebigbangpodcast2033 https://beyondthebigbang.buzzsprout.com Find us on social media too! Instagram: / beyondthebigbang Twitter: / beyondthebb TikTok: / beyondthebigbang Join our Discord community server for behind the scenes and to chat with us in person! We talk about everything from videos, life, grad school advice, and even random hangouts. / discord Music: It All Comes Together - Kyle Preston Summer Again - Jay Denton