Learn advanced concepts in real Seiberg-Witten theory through this 49-minute mathematical lecture delivered by Hokuto Konno from Tokyo University and Ian Montague from UT Austin at ICTP Mathematics. Explore the third installment of this specialized topic in differential geometry and mathematical physics, building upon foundational knowledge of Seiberg-Witten invariants and their applications to four-manifold topology. Delve into the real version of these gauge-theoretic invariants, examining their construction, properties, and significance in understanding the structure of smooth four-dimensional manifolds. Gain insights into cutting-edge research developments in this area of mathematics where algebraic topology, differential geometry, and theoretical physics intersect.