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INTEGRAL INEQUALITIES OF LEVINSON'S TYPE IN TIME SCALE SETTINGS
Baric J., Pecaric J., Radisic D.
under Mercer's assumptions. We obtain Levinson's type inequalities in time scale settings by using
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
Generalized Jensen’s functional on time scales via extended Montgomery identity
Ramzan S., Nosheen A., Bibi R., Pečarić J.
In the paper, we use Jensen’s inequality for diamond integrals and generalize it for n
Extensions in Time Scales Integral Inequalities of Jensen's Type via Fink's Identity
Bibi R., Nosheen A., Pečarić J.
's inequality, Jensen-Steffensen inequality, and the converse of Jensen's inequality for diamond integrals
Integral inequalities of Levinson’s type in time scale settings
Barić J., Radišić D., Pečarić J.
Integral inequalities of Levinson’s type in time scale settings
Extended Jensen’s functional for diamond integral via Green’s function and Hermite polynomial
Bibi F., Bibi R., Nosheen A., Pečarić J.
integrals. Special Hermite conditions, including Taylor two point formula and Lagrange’s interpolation
Generalizations of the Jensen functional involving diamond integrals via Abel–Gontscharoff interpolation
Bibi R., Nosheen A., Bano S., Pečarić J.
In this paper we obtain several refinements of the Jensen inequality on time scales by generalizing
One-Pot Time-Induced Proteome Integral Solubility Alteration Assay for Automated and Sensitive Drug-Target Identification
Meng Z., Saei A.A., Lyu H., Gaetani M., Zubarev R.A.
The proteome integral solubility alteration (PISA) assay is widely used for identifying drug
Density Problem Some of the Functional Spaces for Studying Dynamic Equations on Time Scales
Fatima Zohra Ladrani, Amin Benaissa Cherif, Abderrahmane Beniani, Khaled Zennir, Svetlin Georgiev, Фатима Зохра Ладрани, Амин Бенаисса Шериф, Абдеррахман Бениани, Халед Зеннир, Светлин Георгиев
scales and its relationships to Lebesgue spaces in the sense of ∇-integrals on time scales. Our results
Time-frequency analysis and autoencoder approach for network traffic anomaly detection
Purohit R., Kumar S., Sayyad S., Kotecha K.
integrates continuous wavelet transform (CWT), discrete-time Fourier transform (DTFT), short-time Fourier

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