Browsing Artículos by Subject "Desigualdades integrales"

Now showing items 1-12 of 12

Hermite-Hadamard type mean square integral inequalities for stochastic processes whose twice mean square derivative are generalized η−convex

Vivas Cortez, Miguel José (2020)

In the present work, a new concept of generalized convexity (i.e. generalized η−convexity ) is established and applied to stochastic process.Using the aforementioned concept, some new Hermite - Hadamard type inequalities ...
Integral inequalities of Hermite-Hadamard type for quasi-convex functions with applications

Rangel Oliveros, Yenny Carolina; Vivas Cortez, Miguel José (2020)

There is a strong connection between convexity and inequalities. So, techniques from each concept applies to the other due to the strong correlation between them; specifically, in the past few years. In this attempt, we ...
New quantum estimates of trapezium-type inequalities for generalized ϕ-convex functions

Vivas Cortez, Miguel José (2019-11)

In this paper, a quantum trapezium-type inequality using a new class of function, the so-called generalized ϕ -convex function, is presented. A new quantum trapezium-type inequality for the product of two generalized ϕ ...
Nuevas desigualdades tipo Jensen para funciones $\varphi$-convexas

Rangel Oliveros, Yenny Carolina; Vivas Cortez, Miguel José (2020-12)

La desigualdad integral de Jensen tiene mucha importancia en cuanto a sus aplicaciones en diferentes campos de las matemáticas. En este artículo encontramos una nueva desigualdad tipo Jensen para funciones cuya segunda ...
On exponentially (h1, h2)-convex functions and fractional integral inequalities related

Vivas Cortez, Miguel José (2020-01)

In this work the concept of exponentially (h1, h2)-convex function is introduced and using it, the Hermite-Hadamard inequality and some bounds for the right side of this inequality, via Raina’s fractional integral operator ...
On relative m-semi logarithmically convexity functions

Vivas Cortez, Miguel José (2017-09)

We consider and study a new class of convex functions that are called relative m−semilogarithmic convex functions. Some Hermite-Hadamard inequalities for this a kind of generalized convex function are derived.
Ostrowski and Jensen-type inequalities via (s, m) - convex functions in the second sense

Vivas Cortez, Miguel José (2020-01)

In this work, a generalization of the classical Ostrowski inequality is obtained for functions, whose first derivative are (s, m)-convex in the second sense, and in a similar form, an integral inequality of Jensen type for ...
Ostrowski type inequalities for functions whose second derivatives are convex generalized

Rangel Oliveros, Yenny Carolina; Vivas Cortez, Miguel José (2018-11)

In this paper we introduce the notion of s − φ−convex functions as generalization of convex functions. Some basic resultsunder various conditions for the function φ are investigated. Moreover, we establish Ostrowski type ...
Ostrowski-type inequalities for functions whose derivative modulus is relatively (m, h1 , h2) − convex

Vivas Cortez, Miguel José (2019-05)

We have found some new Ostrowski-type inequalities for functions whose derivative module is relatively (m, h1, h2) − convex. From the main results some corollaries refereeing to relative convexity, relative P − convexity, ...
Ostrowski-type inequalities for functions whose derivative modulus is relatively convex

Vivas Cortez, Miguel José (2019-01)

We found some new Ostrowski-type inequalities for functions whose derivative module is relatively convex, also some others of the same type making use of relatively s−convex functions in the second sense. With these results ...
Quantum estimates of ostrowski inequalities for generalized ϕ-convex functions

Vivas Cortez, Miguel José (2019)

In this paper, the study is focused on the quantum estimates of Ostrowski type inequalities for q-differentiable functions involving the special function introduced by R.K. Raina which depends on certain parameters. Our ...
Quantum trapezium-type inequalities using generalized φ-convex functions

Vivas Cortez, Miguel José (2020)

In this work, a study is conducted on the Hermite–Hadamard inequality using a class of generalized convex functions that involves a generalized and parametrized class of special functions within the framework of quantum ...

Browsing Artículos by Subject "Desigualdades integrales"

Browsing Artículos by Subject "Desigualdades integrales"

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