By Nick Dungey,A.F.M. (Tom) ter Elst,Derek William Robinson
Analysis on Lie teams with Polynomial Growth is the 1st booklet to give a style for studying the astonishing connection among invariant differential operators and virtually periodic operators on an appropriate nilpotent Lie workforce. It offers with the idea of second-order, correct invariant, elliptic operators on a wide classification of manifolds: Lie teams with polynomial progress. In systematically constructing the analytic and algebraic history on Lie teams with polynomial development, it's attainable to explain the massive time habit for the semigroup generated by way of a posh second-order operator due to homogenization thought and to offer an asymptotic enlargement. extra, the textual content is going past the classical homogenization thought by way of changing an analytical challenge into an algebraic one.
This paintings is geared toward graduate scholars in addition to researchers within the above components. must haves comprise wisdom of uncomplicated effects from semigroup conception and Lie staff theory.
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Additional resources for Analysis on Lie Groups with Polynomial Growth (Progress in Mathematics)
Analysis on Lie Groups with Polynomial Growth (Progress in Mathematics) by Nick Dungey,A.F.M. (Tom) ter Elst,Derek William Robinson
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