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Titlebook: Applications of Optimal Transport to Economics and Related Topics; Vladik Kreinovich,Woraphon Yamaka,Supanika Leurcha Book 2024 The Editor

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On Disintegration of Measures in Optimal Transportdisintegration in measure theory in the analysis of Wassersrein metrics which are useful, in particular, for machine learning and financial risks. An elementary exposition on using disintegration to prove that Waserstein divergence is a bona fide metric is provided.
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Why Micro-funding? Why Small Businesses Are Important? Analysis Based on First Principlesus, makes them more effective and therefore more competitive. At first glance, this advantage of big size would make economy dominated by big companies—but in reality, small business remain a significant and important economic sector. Similarly, it is well known and well studied that research collab
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Border Crossing: Bayesian Gravity and Cross-Border Exports Between Myanmar and Its Neighbours—Bangladesh, China, Laos, India, and Thailand. Firstly, it presents an overview of the export pattern that crosses international borders. Secondly, it applies a Bayesian gravity model to investigate the determinants of Myanmar’s border exports. The posterior mean estimates give a clear prediction th
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Do Green Taxes and Renewables Energy Matter for Environmental Quality in OECD Countries? Evidence frntal quality. Thereby, analysis of factors that affect environmental matters in OECD members might provide helpful lessons for emerging countries. The study aims to investigate the role of tax and renewable energy consumption on environmental issues prevention in OECD countries from 1994 to 2018. By
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J. W. Horst,H. P. Wit,R. J. Ritsmaction involving the ., and the more recent . based on measure transportation ideas. These two concepts yield distinct families of . and .. Our objective here is to present a comparison of their main theoretical properties and a numerical investigation of their differences.
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Multivariate Quantiles: Geometric and Measure-Transportation-Based Contoursction involving the ., and the more recent . based on measure transportation ideas. These two concepts yield distinct families of . and .. Our objective here is to present a comparison of their main theoretical properties and a numerical investigation of their differences.
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