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11

ADCM
2004

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Strictly Positive Definite Functions on a Real Inner Product Space

13 years 4 months ago

Strictly Positive Definite Functions on a Real Inner Product Space

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If f(t) = k=0 aktk converges for all t IR with all coefficients ak 0, then the function f(< x, y >) is positive definite on H

Allan Pinkus

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ADCM 2004 | Infinite Number | Inner Product Space | Positive Definite |

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Added	16 Dec 2010
Updated	16 Dec 2010
Type	Journal
Year	2004
Where	ADCM
Authors	Allan Pinkus

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