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BigFintechs and Their Impacts on Sustainable Development 大金融科技及其对可持续发展的影响
IF 0.7 4区 社会学 Q1 Arts and Humanities Pub Date : 2021-06-21 DOI: 10.2139/ssrn.3871385
K. Foster, Sofie Blakstad, M. Bos, Sangita Gazi
BigFintechs (BFTs) have become new giants of global finance bringing with them key new challenges, particularly for emerging and developing economies. The purpose of this Technical Paper is to garner a more robust understanding of the emerging impacts (positive and negative) of BFTs across the full spectrum of the Sustainable Development Goals (SDGs), to better inform the dialogue around a new generation of governance innovations to address such impacts, particularly with regard to least developed countries (LDCs). The current focus of research and practical approaches to Fintech regulation, governance and supervision are viewed as the domain of the financial sector and, to a limited degree, the technology sector. These approaches relate to the implications of harnessing emerging technology in delivering financial services, with a global focus on issues of privacy, financial security, money laundering, taxonomy, benchmarks and overall financial integrity and stability. However, BFTs are playing an increasing role in shaping (in both positive and negative ways) a sustainable future, including issues that have previously been considered as outside the realm of examination. To date, there has been no holistic examination of all the activities in which BFTs are involved.

Therefore, the understanding of their cross-cutting impacts across the SDGs, policy, regulatory and corporate governance is equally limited. The current narrative of the 'Fourth Industrial Revolution' and the digital economy in terms of ensuring the transformative nature of digital technologies are harnessed for sustainable economic development and that developing countries and especially LDCs are not left further behind. The narrative is premised on the notion that Fintech has an enabling capacity and that there are certain risks largely related to data governance, consumer protection and operational risk management that must be addressed. Furthermore, BFTs are examined largely within subsets of activities related to their financial service offerings rather than across their evolving ecosystem of activities and the implications of these across the full spectrum of the SDGs and for LDCs. This paper begins with the premise that the nature and scale of BFT activities carries different emerging trends, risks and vulnerabilities in LDCs. This paper broadens the examination in three key aspects: (i) it covers a fuller spectrum of BFT activities, brought into the scope of this paper through their connection to the Fintech element employed; (ii) it engages an impact lens developed to capture a fuller range of the environmental, social and economic SDGs; and (iii) the paper presents a case study and landscape analysis with a view to advancing the collective understanding of emerging trends and their impacts, particularly on LDCs.



大型金融科技公司(bft)已成为全球金融的新巨人,给新兴和发展中经济体带来了重大的新挑战。本技术文件的目的是更深入地了解bft在整个可持续发展目标(sdg)范围内的新影响(积极和消极),以便更好地为围绕新一代治理创新的对话提供信息,以应对这些影响,特别是对最不发达国家(LDCs)。目前,金融科技监管、治理和监督的研究重点和实践方法被视为金融部门的领域,在一定程度上也被视为科技部门的领域。这些方法涉及利用新兴技术提供金融服务的影响,全球关注隐私、金融安全、洗钱、分类、基准以及整体金融诚信和稳定等问题。然而,bft在塑造(积极和消极的)可持续未来方面发挥着越来越大的作用,包括以前被认为不在研究范围之内的问题。迄今为止,尚未对bft参与的所有活动进行全面审查。因此,对它们在可持续发展目标、政策、监管和公司治理方面的交叉影响的理解同样有限。当前关于“第四次工业革命”和数字经济的说法是,确保利用数字技术的变革性质促进可持续经济发展,并确保发展中国家,特别是最不发达国家不会进一步落后。这种说法的前提是,金融科技具有使能能力,并且必须解决某些风险,这些风险主要与数据治理、消费者保护和操作风险管理有关。此外,主要是在与其金融服务产品相关的活动子集内对bft进行审查,而不是在其不断发展的活动生态系统中进行审查,以及这些活动对可持续发展目标和最不发达国家的全面影响。本文首先提出一个前提,即最不发达国家的BFT活动的性质和规模具有不同的新趋势、风险和脆弱性。本文在三个关键方面扩大了研究范围:(i)它涵盖了更全面的BFT活动,通过它们与所采用的金融科技元素的联系纳入本文的范围;(ii)采用影响视角,以捕捉更全面的环境、社会和经济可持续发展目标;(三)本文提出了个案研究和概况分析,以期促进对新趋势及其影响的集体理解,特别是对最不发达国家的影响。
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引用次数: 2
Visibility and Indivisibility in Resource Arrangements 资源安排中的可见性和不可分割性
IF 0.7 4区 社会学 Q1 Arts and Humanities Pub Date : 2021-06-20 DOI: 10.2139/ssrn.3870832
L. Fennell
Projects like highways, bridges, pipelines, and wildlife corridors exhibit indivisibilities — we need the whole thing to have anything of value. Many environmental and social goals have a similar all-or-nothing character: staying above or below a certain critical threshold can make all the difference. This essay focuses on the role of visibility in addressing resource dilemmas that have this structure. I examine how two kinds of visibility can help avoid catastrophic consequences and advance desirable ones. The first involves recognizing when an indivisibility is present — that is, appreciating the vulnerability of resources to thresholds and cliff effects before it is too late. The second involves seeing how individual decisions about resources stack together to generate outcomes. When a resource problem suffers from poor visibility along these dimensions, finding ways to clear the view can improve the prospects for cooperative solutions.
像高速公路、桥梁、管道和野生动物走廊这样的项目表现出不可分割性——我们需要整体的东西才有价值。许多环境和社会目标具有类似的全有或全无的特征:保持在某个临界阈值以上或以下会产生重大影响。这篇文章的重点是可见性在解决具有这种结构的资源困境中的作用。我研究了两种可见性是如何帮助避免灾难性后果和促进理想后果的。首先,要认识到不可分割性何时存在——即在为时已晚之前,认识到资源对门槛和悬崖效应的脆弱性。第二种方法是观察单个的资源决策是如何叠加在一起产生结果的。当资源问题在这些维度上的可见性较差时,找到清除视图的方法可以改善合作解决方案的前景。
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引用次数: 0
Densities of Functions of Random Variables 随机变量函数的密度
IF 0.7 4区 社会学 Q1 Arts and Humanities Pub Date : 2021-06-11 DOI: 10.1002/9781119692430.ch8
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引用次数: 0
Working with Joint Distributions 使用联合分布
IF 0.7 4区 社会学 Q1 Arts and Humanities Pub Date : 2021-06-11 DOI: 10.1002/9781119692430.app4
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引用次数: 0
Continuous Probability 连续概率
IF 0.7 4区 社会学 Q1 Arts and Humanities Pub Date : 2021-06-11 DOI: 10.1002/9781119692430.ch6
J. Walrand
1. pdf: Pr [X ∈ (x ,x +δ ]] = fX (x)δ . 2. CDF: Pr [X ≤ x ] = FX (x) = ∫ x −∞ fX (y)dy . 3. U[a,b], Expo(λ ), target. 4. Expectation: E [X ] = ∫ ∞ −∞ xfX (x)dx . 5. Expectation of function: E [h(X )] = ∫ ∞ −∞ h(x)fX (x)dx . 6. Variance: var [X ] = E [(X −E [X ])2] = E [X 2]−E [X ]2. 7. Gaussian: N (μ,σ2) : fX (x) = ... “bell curve” Normal Distribution. For any μ and σ , a normal (aka Gaussian) random variable Y , which we write as Y = N (μ,σ2), has pdf
1. pdf: Pr [X∈(X, X +δ]] = fX (X)δ。2. CDF: Pr [X≤X] = FX (X) =∫X−∞FX (y)dy。3.U[a,b], Expo(λ),目标。4. 期望:E [X] =∫∞−∞xfX (X)dx。5. 函数期望:E [h(X)] =∫∞−∞h(X)fX (X)dx。6. 方差:var [X] = E (X−E [X]) 2] = E X[2]−E (X) 2。7. 高斯:N (μ,σ2): fX (x) =…“钟形曲线”正态分布。对于任意μ和σ,正态(即高斯)随机变量Y,我们将其写成Y = N (μ,σ2),具有pdf
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引用次数: 0
Mathematical Reminders 数学提醒
IF 0.7 4区 社会学 Q1 Arts and Humanities Pub Date : 2021-06-11 DOI: 10.1002/9781119692430.app3
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引用次数: 0
Conditional Distribution, Expectation, and Variance 条件分布,期望和方差
IF 0.7 4区 社会学 Q1 Arts and Humanities Pub Date : 2021-06-11 DOI: 10.1002/9781119692430.ch9
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引用次数: 0
More Discrete Distributions and Their Relationships 更多离散分布及其关系
IF 0.7 4区 社会学 Q1 Arts and Humanities Pub Date : 2021-06-11 DOI: 10.1002/9781119692430.ch5
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引用次数: 0
Index 指数
IF 0.7 4区 社会学 Q1 Arts and Humanities Pub Date : 2021-06-11 DOI: 10.1002/9781119692430.index
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引用次数: 0
Probability Distributions in R R中的概率分布
IF 0.7 4区 社会学 Q1 Arts and Humanities Pub Date : 2021-06-11 DOI: 10.1002/9781119692430.app1
Jamie Monogan
R allows you to use a wide variety of distributions for four purposes. For each distribution, R allows you to call the cumulative distribution function (cdf), probability density function (pdf), quantile function, and random draws from the distribution. All probability distribution commands consist of a prefix and a suffix. Table 1 presents the four prefixes, and their usage, as well as the suffixes for some commonly-used probability distributions.
R允许您出于以下四个目的使用各种各样的发行版。对于每个分布,R允许您调用累积分布函数(cdf)、概率密度函数(pdf)、分位数函数和分布中的随机抽取。所有概率分布命令都由前缀和后缀组成。表1给出了这四个前缀及其用法,以及一些常用概率分布的后缀。
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引用次数: 0
期刊
Law Probability & Risk
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