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![. we prove (24), which will finish the proof of (16) together with (22). Let = u > 0, then G (u) and [ = 2u for . we prove (24), which will finish the proof of (16) together with (22). Let = u > 0, then G (u) and [ = 2u for](https://images.tandf.co.uk/common/jackets/crclarge/978042922/9780429223976.jpg)
Chapter
. we prove (24), which will finish the proof of (16) together with (22). Let = u > 0, then G (u) and [ = 2u for
DOI link for . we prove (24), which will finish the proof of (16) together with (22). Let = u > 0, then G (u) and [ = 2u for
. we prove (24), which will finish the proof of (16) together with (22). Let = u > 0, then G (u) and [ = 2u for
Edition 1st Edition
First Published 2004
Imprint CRC Press
Pages 1
eBook ISBN 9780429223976
ABSTRACT