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...Chapter n dimensional fourier transform space the final frontier toquoteronbracewell from p of his book two imaging in dimensions phenomena are richer than one dimension true enough working oers many new and rich possibilities contemporary applications just as likely to come problems three even higher they is obvious important example capitalize on work we ve already done however well highlight dierences between case want mimic setting arguments much possible it a measure naturalness fundamental concepts that extension basic ideas mathematical denitions used so far proceeds almost automatically ll be able do class these notes you should read more your own with some assurance won t reading anything too dierent what notation looks most like when use vector for sheer thrill i give but raise comfort level usually look at special detail where our examples will write point rn an tuple say x note re going back usual indexing no periodic extensions tuples either taking transforms may assign ph...