Inequalities in metric spaces with applications

MA Khamsi, AR Khan - Nonlinear Analysis: Theory, Methods & …, 2011 - Elsevier
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MA KHAMSI, AR KHAN - Nonlinear analysis, 2011 - pascal-francis.inist.fr
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MA Khamsi, AR Khan - Nonlinear Analysis: Theory, Methods & …, 2011 - cir.nii.ac.jp
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MA Khamsi, AR Khan - Nonlinear Analysis, 2011 - drkhamsi.com
The Hilbert parallelogram identity is the following:‖ x+ y‖ 2+‖ x− y‖ 2= 2‖ x‖ 2+ 2‖
y‖ 2 for any x, y in a Hilbert space H, and it plays a major role in proving many basic results …

[PDF][PDF] Inequalities in metric spaces with applications

MA Khamsi, AR Khan - Nonlinear Analysis, 2011 - drkhamsi.com
The Hilbert parallelogram identity is the following:‖ x+ y‖ 2+‖ x− y‖ 2= 2‖ x‖ 2+ 2‖
y‖ 2 for any x, y in a Hilbert space H, and it plays a major role in proving many basic results …

Inequalities in metric spaces with applications

MA Khamsi, AR Khan - Nonlinear Analysis, 2011 - infona.pl
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[引用][C] Inequalities in metric spaces with applications

MA KHAMSI, AR KHAN - Nonlinear analysis, 2011 - Elsevier