[PDF] Top 20 Política educativa : reforma para la educación secundaria en México
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A proof of Jensen’s inequality through a new Steffensen’s inequality
... Jensen who gave the study of (algebraic) inequalities as principal object of his investigation of convex functions (see [1], [6]).. Definition 1.1.[r] ... See full document
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Geometrical proof of new Steffensen’s inequality and applications
... The first author wish to thank Frederic SYMESAK for his attention and care and also deeply thank the French Government for the financial assistance and cooperation during his research pe[r] ... See full document
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Jensen–Steffensen inequality for strongly convex functions
... What would happen if we try to prove (1.4) under Steffensen’s conditions directly using the support parabola property? The question is not without sense since in the case of the Jensen inequality for ... See full document
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On the refinements of the Jensen Steffensen inequality
... In this paper, we present a new refinement of the Jensen-Steffensen inequality, related to Theorem 1.3. Further, we investigate the log-convexity and the exponential convexity of functionals ... See full document
27
Convex function and its secant
... Proof. The point c belongs to [a, b] because it is the center of the convex combination of points y j ∈ [a, b]. Let α a + β b be the unique binomial convex combination whose center falls into the point c. Using ... See full document
8
Spectral Radii of Operators and High-Power Operator Inequalities
... present new high-power operator inequalities, and their corresponding operator in- equalities involving spectral radii of ...ator inequality is equivalent to the Cauchy-Schwarz ...Reid’s inequality, ... See full document
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A New Proof of Inequality for Continuous Linear Functionals
... In fact, more can be stated. The quadrature rule in the above observations can be replaced by any continuous linear one. The main result and its elegant proof deserve to be better known. For reader’s convenience, ... See full document
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Some new estimates of the ‘Jensen gap’
... holds. This inequality can be traced back to Jensen’s original papers [, ] and is one of the most fundamental mathematical inequalities. One reason for that is that in fact a great number of classical ... See full document
36
the butterfly and the violin the urgency of an appointment: childhood(s), school(s) and inequality
... Este trabajo presenta una reflexión política pedagógica sobre la educación con infancias populares. Parte de su contenido refiere a un trabajo de investigación que intenta dilucidar si en la Argentina la escuela pública ... See full document
5
A generalizations of Simpson’s type inequality for differentiable functions using (α,m) convex functions and applications
... In [], Dragomir et al.proved the following recent developments on Simpson’s inequality for which the remainder is expressed interms of lower derivatives than the fourth. Theorem . Suppose f : [a, b] → R is a ... See full document
15
On Minkowski's inequality and its application
... 2000 Mathematics Subject Classification: 52A30, 52A40, 26D15 Keywords: Minkowski?’?s inequality, H?ö?lder?’?s inequality, Brunn-Minkowski inequality, dual mixed volume.. 1 Improvement of[r] ... See full document
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Superadditivity of Some Functionals Associated to Jensen's Inequality for Convex Functions on Linear Spaces with Applications
... The Jensen inequality for convex functions plays a crucial role in the Theory of Inequalities due to the fact that other inequalities such as the generalised triangle inequality, the arithmetic ... See full document
14
Trade and Wage Inequality in Developing Countries: South South Trade Matters
... the rise of relative wages of skilled workers and that this effect is highest in traded sectors. Feenstra and Hanson (1997) show that the American ‘maquiladoras’ in the north of Mexico caused a significant increase in ... See full document
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Fuzzy Stability of Additive Functional Inequalities with the Fixed Point Alternative
... We use the definition of fuzzy normed spaces given in 5, 9, 10 to investigate a fuzzy version of the generalized Hyers-Ulam stability for the Cauchy additive functional inequality and for the Cauchy-Jensen ... See full document
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Stability of functional inequalities in matrix random normed spaces
... 3 Hyers-Ulam stability of the Cauchy-Jensen additive functional inequality In this section, we prove the Hyers-Ulam stability of Cauchy-Jensen additive functional inequality (.) in matrix ... See full document
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On Some Improvements of the Jensen Inequality with Some Applications
... the Jensen inequality for convex and monotone function is given as well as various applications for ...the Jensen type are also ...the Jensen inequality are ... See full document
7
On a more accurate half discrete mulholland's inequality and an extension
... with the same best constant factor π . Inequalities (1) and (2) are important in analy- sis and its applications (cf. [2-4]) and they still represent the field of interest to numer- ous mathematicians. Also we have the ... See full document
24
Analysis of inequality in the consumption of foodstuffs and beverages – the example of the Czech Republic
... of inequality in the consumption of foodstuff s and beverages by households in the Czech ...said inequality on the basis of data from the Family Account Statistics for the period of ...foodstuff ... See full document
14
Functional Inequalities Associated with Jordan von Neumann Type Additive Functional Equations
... Rassias [4] during the 27th International Symposium on Functional Equations asked the question whether such a theorem can also be proved for p 1. Gajda [5], follow- ing the same approach as in Rassias [3], gave an ... See full document
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A new proof of the Orlicz–Lorentz centroid inequality
... another proof of the Orlicz–Lorentz centroid ...a proof of that a family of parallel chord movement under the behavior of the Orlicz–Lorentz centroid operator Γ φ,ω is a shadow system along the same ... See full document
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