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LOCAL COHOMOLOGY OF LOGARITHMIC FORMS GRAHAM DUNHAM, HAL SCHENCK, MATHIAS SCHULZ, MAX WAKEFIELD, AND UPI WALTHER Abstract. Let Y be a divisor on a smooth algebraic variety X. We investigate the geometry
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Local cohomology of logarithmic refers to a mathematical concept that studies the cohomology groups of sheaves of logarithmic differential forms on algebraic varieties.
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