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CAPM Model and -Jensen Model upon Condition of Increasing of Volatilities Heterogeneity
Минасян В. Б.
CAPM Model and -Jensen Model upon Condition of Increasing of Volatilities Heterogeneity
MONOTONICITY OF THE JENSEN FUNCTIONAL FOR f- DIVERGENCES WITH APPLICATIONS TO THE ZIPF-MANDELBROT LAW
Lovricevic N., Pecaric D., Pecaric J.
The Jensen functional in its discrete form is brought in relation to the Csiszar divergence
Oral contraceptives and venous thromboembolism: Consensus opinion from an international workshop held in Berlin, Germany in December 2009
Reid R.L., Westhoff C., Mansour D., De Vries C., Verhaeghe J., Boschitsch E., Gompel A., Birkhäuser M., Křepelka P., Duliček P., Iversen O.E., Khamoshina M., Dežman L.V., Fruzzetti F., Szarewski A., Wilken-Jensen C., Seidman D., Kaaja R., Shapiro S.
New improvements of Jensen’s type inequalities via 4-convex functions with applications
Khan S., Pečarić Ɖ., Pečarić J., Adil Khan M.
In this article, we present some new improvements of Jensen’s type inequalities via 4-convex
No benefit of ticagrelor pretreatment compared with treatment during percutaneous coronary intervention in patients with ST-segment⇓elevation myocardial infarction undergoing primary percutaneous coronary intervention
Koul S., Gustav Smith J., Götberg M., Erlinge D., Omerovic E., Redfors B., Alfredsson J., Venetsanos D., Persson J., Jensen J., Lagerqvist B., James S.
Extensions in Time Scales Integral Inequalities of Jensen's Type via Fink's Identity
Bibi R., Nosheen A., Pečarić J.
In this paper, using Fink's identity and Green's function, we obtain several extensions of Jensen
Steffensen–Grüss Inequality
Butt S.I., Bakula M.K., Pečarić J.
Two inequalities for the Jensen difference under Steffensen’s conditions with Grüss type upper
ON THE PRE-JENSEN-GRUSS INEQUALITY
Bakula M.K., Pecaric J.
Several pre-Jensen-Gruss inequalities for functions of n real variables are proved. The obtained
Generalized Jensen's functional on time scales via extended Montgomery identity
Ramzan S., Nosheen A., Bibi R., Pecaric J.
In the paper, we use Jensen's inequality for diamond integrals and generalize it for n
On Jensen’s type inequalities via generalized majorization inequalities
Khan J., Khan M.A., Pečarić J.
In this paper, we give generalizations of Jensen’s, Jensen-Steffensen’s and converse of Jensen’s

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