(m1, m2) Geometric Arithmetically Convex Functions and Related Inequalities
In this manuscript, we introduce and study the concept of $\\left( m_{1},m_{2}\\right) $-geometric arithmetically (GA) convex functions and their some algebric properties. In addition, we obtain Hermite-Hadamard type inequalities for the newly introduced this type of functions whose derivatives in absolute value are the class of $\\left( m_{1},m_{2 ...
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The value of the market: Heterogeneity and gains from trade in permit and quota markets
Abstract Many quantity constraining policies are in place in market economies. Conditions for trade in these rights or obligations to produce can be politically sensitive policy choices. Benefits from trade, and so the value of the associated market, are determined by heterogeneity among potential traders.
Sagar Dahal +3 more
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Product Inequalities and Log-Convexity Results for Struve Functions and Their First Derivative
Some inequalities for products of Struve functions Hν(x) when |ν|≤12 are established using their infinite product formula as well as the arithmetic–geometric mean inequality. When these results are combined with some previously established results in the
Dimitris A. Frantzis +1 more
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Speculation in the United Kingdom, 1785‒2019
Abstract Speculation has long been thought to have significant economic effects, but it is difficult to measure, making it challenging to examine these effects empirically. In this paper we measure speculation in the United Kingdom since 1785 by using business and financial reporting in The Times newspaper.
William Quinn +2 more
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How Does the Regional ESG Context Drive the ESG Preferences of Retail Investors?
ABSTRACT Based on a large and representative sample of Italian adults, the paper investigates the determinants of retail investors’ environmental, social, and governance (ESG) preferences. Unlike previous literature, the study explicitly focuses on the role of the regional ESG context, which appears important in shaping these preferences.
Evita Allodi +2 more
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Properties of a Linear Operator Involving Lambert Series and Rabotnov Function
This work is an attempt to apply Lambert series in the theory of univalent functions. We first consider the Hadamard product of Rabotnov function and Lambert series with coefficients derived from the arithmetic function σn to introduce a normalized ...
Jamal Salah
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On an inequality for additive arithmetic functions [PDF]
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Connectivity and Selective Rural Migration
ABSTRACT How does infrastructure shape rural development? Using household panel data from a nationally representative sample of Chinese villages, matched to high‐resolution highway maps, we find that road expansion between 2000 and 2015 operates mainly through reallocation, with less productive farmers scaling down or exiting and more productive ...
Lin Ma +3 more
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An analogue of Kolmogorov’s inequality for a class of additive arithmetic functions [PDF]
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Vocabulary Strategy Instruction in the Argentine EFL Context: Teachers’ Perspectives and Practices
ABSTRACT Despite extensive research on vocabulary strategy instruction (VSI), little has been known about teachers’ perspectives on how it is understood and implemented in practice. This study investigated Argentinian EFL teachers’ priorities in vocabulary instruction, their perceived knowledge of learner strategies for spoken vocabulary, and factors ...
Isobel Kai‐Hui Wang, Andrew D. Cohen
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