A SELECTION THEORY FOR MULTIPLE-VALUED FUNCTIONS IN THE SENSE OF ALMGREN JORDAN GOBLET Abstract. A Qk (Rn )-valued function is essentially a rule assigning k unordered and non necessarily distinct elements of Rn to each - Fourier analysis - Document - PDFSEARCH.IO

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	A SELECTION THEORY FOR MULTIPLE-VALUED FUNCTIONS IN THE SENSE OF ALMGREN JORDAN GOBLET Abstract. A Qk (Rn )-valued function is essentially a rule assigning k unordered and non necessarily distinct elements of Rn to each Add to Reading List Document Date: 2014-02-09 15:34:00 Open Document File Size: 649,22 KB Share Result on Facebook IndustryTerm scalar product / machinery / / Movie Theorem 4 / Theorem 5 / Theorem / Theorem 6 / / Person JORDAN GOBLET / / Product Pentax K-x Digital Camera / / SocialTag Calculus Approximation theory Mathematical constructivism Modulus of continuity Continuous function Arzelà–Ascoli theorem Mathematical analysis Mathematics Fourier analysis

A SELECTION THEORY FOR MULTIPLE-VALUED FUNCTIONS IN THE SENSE OF ALMGREN JORDAN GOBLET Abstract. A Qk (Rn )-valued function is essentially a rule assigning k unordered and non necessarily distinct elements of Rn to each Add to Reading List