Some applications of the generalized khintchine’s inequality
Mário C. Matos
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Abstract: The generalized Khintchine's inequality is applied to the theory of homogeneous polynomials between Banach spaces in order to prove some non-trivial inclusions (e.g.: the Banach space of the n-homogeneous polynomials of r-dominated type from a Banach space into a Hilbert spaces is...
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Abstract: The generalized Khintchine's inequality is applied to the theory of homogeneous polynomials between Banach spaces in order to prove some non-trivial inclusions (e.g.: the Banach space of the n-homogeneous polynomials of r-dominated type from a Banach space into a Hilbert spaces is continuously included the Banach space of the absolutely 2-summing polynomials for each r€ (0,+8); the Banach spaces of the 2-homogeneous complex polynomials of r-dominated type on Banach spaces are isomorphic for r€ [2, +00).)
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Some applications of the generalized khintchine’s inequality
Mário C. Matos
Some applications of the generalized khintchine’s inequality
Mário C. Matos
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