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Explore a comprehensive lecture on I-surfaces with one T-singularity, presented by Marco Franciosi from Universita' di Pisa. Delve into joint research with R. Pardini, J. Rana, and S. Rollenske, focusing on stable surfaces with specific characteristics (K^2=1, p_g=2, q=0). Review past findings on Gorenstein surfaces and examine normal I-surfaces with a T-singular point. Discover applications to the analysis of the KSBA compactification of Gieseker's moduli space for canonical surfaces with K^2=1 and Euler characteristic =3. Gain insights into this advanced topic in algebraic geometry during this 1-hour 7-minute presentation from the University of Miami.