Reverses of Schwarz, triangle and Bessel inequalities in inner product spaces that improve some earlier results are pointed out. They are applied to obtain new Gruss type inequalities in inner product spaces. Some natural applications for integral inequalities are also pointed out.
New Reverses of Schwarz, Triangle and Bessel Inequalities in Inner Product Spaces
Advances on Inequalities of the Schwarz, Triangle and Heisenberg Type in Inner Product Spaces
Characterizing of Inner Product Spaces by the Mapping $n_{x,y}$
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