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Classical and New Inequalities in Analysis
Gram’s Inequality
other
Author(s):
D. S. Mitrinović
,
J. E. Pečarić
,
A. M. Fink
Publication date
(Print):
1993
Publisher:
Springer Netherlands
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A Determinantal Inequality*
Ky Fan
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John Todd
(1955)
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INEQUALITIES FOR GRAM DETERMINANTS
W. N. Everitt
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ON THE GRAM DETERMINANT
C. MOPPERT
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Book Chapter
Publication date (Print):
1993
Pages
: 595-609
DOI:
10.1007/978-94-017-1043-5_20
SO-VID:
16943e6f-5c60-448c-8d75-7b2848b4e458
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Book chapters
pp. 1
Convex Functions and Jensen’s Inequality
pp. 21
Some Recent Results Involving Means
pp. 65
Bernoulli’s Inequality
pp. 83
Cauchy’s and Related Inequalities
pp. 99
Hölder’s and Minkowski’s Inequalities
pp. 135
Generalized Hölder and Minkowski Inequalities
pp. 191
Connections between General Inequalities
pp. 211
Some Determinantal and Matrix Inequalities
pp. 239
Čebyšev’s Inequality
pp. 295
Grüss’ Inequality
pp. 311
Steffensen’s Inequality
pp. 333
Abel’s and Related Inequalities
pp. 365
Some Inequalities for Monotone Functions
pp. 379
Young’s Inequality
pp. 391
Bessel’s Inequality
pp. 407
Cyclic Inequalities
pp. 473
Triangle Inequalities
pp. 515
Norm Inequalities
pp. 559
More on Norm Inequalities
pp. 595
Gram’s Inequality
pp. 611
Fejér-Jackson’s Inequalities and Related Results
pp. 629
Mathieu’s Inequality
pp. 635
Shannon’s Inequality
pp. 651
Turán’s Inequalities from the Power Sum Theory
pp. 661
Continued Fractions and Padé Approximation Method
pp. 669
Quasilinearization Methods for Proving Inequalities
pp. 681
The Centroid Method in Inequalities
pp. 697
Dynamic Programming and Functional Equation Approaches to Inequalities
pp. 709
Interpolation Inequalities
pp. 721
Convex Minimax Inequalities-Equalities
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