Results for 'numerical evidence'

993 found
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  1.  15
    Numerical evidence of backscattering in approximants of quasicrystals.G. Trambly De Laissardière, J. P. Julien & D. Mayou - 2006 - Philosophical Magazine 86 (3-5):663-669.
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  2.  38
    Datatrust: Or, the political quest for numerical evidence and the epistemologies of Big Data.Gernot Rieder & Judith Simon - 2016 - Big Data and Society 3 (1).
    Recently, there has been renewed interest in so-called evidence-based policy making. Enticed by the grand promises of Big Data, public officials seem increasingly inclined to experiment with more data-driven forms of governance. But while the rise of Big Data and related consequences has been a major issue of concern across different disciplines, attempts to develop a better understanding of the phenomenon's historical foundations have been rare. This short commentary addresses this gap by situating the current push for numerical (...)
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  3.  47
    Numerical competence in animals: Definitional issues, current evidence, and a new research agenda.Hank Davis & Rachelle Pérusse - 1988 - Behavioral and Brain Sciences 11 (4):561-579.
  4.  31
    Numerical processing efficiency improved in children using mental abacus: ERP evidence utilizing a numerical Stroop task.Yuan Yao, Fenglei Du, Chunjie Wang, Yuqiu Liu, Jian Weng & Feiyan Chen - 2015 - Frontiers in Human Neuroscience 9.
  5.  72
    Evidence against continuous variables driving numerical discrimination in infancy.Ariel Starr & Elizabeth M. Brannon - 2015 - Frontiers in Psychology 6.
  6.  28
    Experimental Evidence From Newborn Chicks Enriches Our Knowledge on Human Spatial–Numerical Associations.Rosa Rugani, Giorgio Vallortigara, Konstantinos Priftis & Lucia Regolin - 2017 - Cognitive Science 41 (8):2275-2279.
    Núñez and Fias raised concerns on whether our results demonstrate a linear number-space mapping. Patro and Nuerk urge caution on the use of animal models to understand the origin of the orientation of spatial–numerical association. Here, we discuss why both objections are unfounded.
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  7.  54
    Evidence Against Empiricist Accounts of the Origins of Numerical Knowledge.Karen Wynn - 1992 - Mind and Language 7 (4):315-332.
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  8.  14
    No evidence of learning in non-symbolic numerical tasks – A comment on.Marcus Lindskog & Anders Winman - 2016 - Cognition 150 (C):243-247.
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  9. Numerical competence in animals-definitional issues, current evidence and a new research agenda-comment.P. Suppes - 1988 - Behavioral and Brain Sciences 11 (4):599-599.
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  10.  12
    On numerical characterizations of the topological reduction of incomplete information systems based on evidence theory.Yanlan Zhang & Changqing Li - 2023 - Journal of Intelligent Systems 32 (1).
    Knowledge reduction of information systems is one of the most important parts of rough set theory in real-world applications. Based on the connections between the rough set theory and the theory of topology, a kind of topological reduction of incomplete information systems is discussed. In this study, the topological reduction of incomplete information systems is characterized by belief and plausibility functions from evidence theory. First, we present that a topological space induced by a pair of approximation operators in an (...)
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  11.  11
    Evidence from numerical modelling for 3D spreading of [001] screw dislocations in Mg2SiO4forsterite.Ph Carrez, A. M. Walker, A. Metsue & P. Cordier - 2008 - Philosophical Magazine 88 (16):2477-2485.
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  12.  19
    Longitudinal Performance in Basic Numerical Skills Mediates the Relationship Between Socio-Economic Status and Mathematics Anxiety: Evidence From Chile.Bárbara Guzmán, Cristina Rodríguez & Roberto A. Ferreira - 2021 - Frontiers in Psychology 11.
    Socio-economic status and mathematical performance seem to be risk factors of mathematics anxiety in both children and adults. However, there is little evidence about how exactly these three constructs are related, especially during early stages of mathematical learning. In the present study, we assessed longitudinal performance in symbolic and non-symbolic basic numerical skills in pre-school and second grade students, as well as MA in second grade students. Participants were 451 children from 12 schools in Chile, which differed in (...)
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  13.  36
    Cognitive mechanisms in numerical processing: Evidence from acquired dyscalculia.Michael McCloskey - 1992 - Cognition 44 (1-2):107-157.
  14.  45
    Composite body movements modulate numerical cognition: evidence from the motion-numerical compatibility effect.Xiaorong Cheng, Hui Ge, Deljfina Andoni, Xianfeng Ding & Zhao Fan - 2015 - Frontiers in Psychology 6.
  15. Numerical Architecture.Eric Mandelbaum - 2013 - Topics in Cognitive Science 5 (1):367-386.
    The idea that there is a “Number Sense” (Dehaene, 1997) or “Core Knowledge” of number ensconced in a modular processing system (Carey, 2009) has gained popularity as the study of numerical cognition has matured. However, these claims are generally made with little, if any, detailed examination of which modular properties are instantiated in numerical processing. In this article, I aim to rectify this situation by detailing the modular properties on display in numerical cognitive processing. In the process, (...)
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  16.  43
    Modified numerals and maximality.Brian Buccola & Benjamin Spector - 2016 - Linguistics and Philosophy 39 (3):151-199.
    In this article, we describe and attempt to solve a puzzle arising from the interpretation of modified numerals like less than five and between two and five. The puzzle is this: such modified numerals seem to mean different things depending on whether they combine with distributive or non-distributive predicates. When they combine with distributive predicates, they intuitively impose a kind of upper bound, whereas when they combine with non-distributive predicates, they do not. We propose and explore in detail four solutions (...)
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  17.  81
    Why spatial-numeric associations aren't evidence for a mental number line.David H. Landy, Erin L. Jones & John E. Hummel - 2008 - In B. C. Love, K. McRae & V. M. Sloutsky (eds.), Proceedings of the 30th Annual Conference of the Cognitive Science Society. Cognitive Science Society. pp. 357--362.
  18.  41
    Open questions and a proposal: A critical review of the evidence on infant numerical abilities.Lisa Cantrell & Linda B. Smith - 2013 - Cognition 128 (3):331-352.
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  19. Evidence.Thomas Kelly - 2006 - Philosophy Compass.
    The concept of evidence is central to both epistemology and the philosophy of science. Of course, ‘evidence’ is hardly a philosopher's term of art: it is not only, or even primarily, philosophers who routinely speak of evidence, but also lawyers and judges, historians and scientists, investigative journalists and reporters, as well as the members of numerous other professions and ordinary folk in the course of everyday life. The concept of evidence would thus seem to be on (...)
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  20.  6
    Causation, Evidence, and Inference.Julian Reiss - 2015 - New York: Routledge.
    In this book, Reiss argues in favor of a tight fit between evidence, concept and purpose in our causal investigations in the sciences. There is no doubt that the sciences employ a vast array of techniques to address causal questions such as controlled experiments, randomized trials, statistical and econometric tools, causal modeling and thought experiments. But how do these different methods relate to each other and to the causal inquiry at hand? Reiss argues that there is no "gold standard" (...)
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  21.  11
    On Numerical Arguments in Policymaking.Corina Andone - 2022 - Informal Logic 43 (4):685-704.
    The use of numerical arguments has become part and parcel of evidence-based policymaking, serving increasingly as scientific evidence which is used to back up policy decisions and to convince citizens of the acceptability of those decisions. But numerical arguments and their quality and potential persuasive role in the specific institutional context of policymaking have received little treatment within argumentation theory. This paper endeavours to explain the forms, functions, and quality of numerical arguments in policymaking.
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  22.  6
    On Numerical Arguments in Policymaking.Corina Andone - 2022 - Informal Logic 43 (4):685-704.
    The use of numerical arguments has become part and parcel of evidence-based policymaking, serving increasingly as scientific evidence which is used to back up policy decisions and to convince citizens of the acceptability of those decisions. But numerical arguments and their quality and potential persuasive role in the specific institutional context of policymaking have received little treatment within argumentation theory. This paper endeavours to explain the forms, functions, and quality of numerical arguments in policymaking.
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  23.  34
    Verbal counting and spatial strategies in numerical tasks: Evidence from indigenous australia.Brian Butterworth & Robert Reeve - 2008 - Philosophical Psychology 21 (4):443 – 457.
    In this study, we test whether children whose culture lacks CWs and counting practices use a spatial strategy to support enumeration tasks. Children from two indigenous communities in Australia whose native and only language (Warlpiri or Anindilyakwa) lacked CWs and were tested on classical number development tasks, and the results were compared with those of children reared in an English-speaking environment. We found that Warlpiri- and Anindilyakwa-speaking children performed equivalently to their English-speaking counterparts. However, in tasks in which they were (...)
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  24.  15
    Numerical representation, math skills, memory, and decision-making.Ellen Peters & Alan Castel - 2009 - Behavioral and Brain Sciences 32 (3-4):347-348.
    The consideration of deliberate versus automatic processing of numeric representations is important to math education, memory for numbers, and decision-making. In this commentary, we address the possible roles for numeric representations in such higher-level cognitive processes. Current evidence is consistent with important roles for both automatic and deliberative processing of the representations.
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  25.  14
    Can Implicit or Explicit Time Processing Impact Numerical Representation? Evidence From a Dual Task Paradigm.Maria Grazia Di Bono, Caterina Dapor, Simone Cutini & Konstantinos Priftis - 2020 - Frontiers in Psychology 10.
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  26.  35
    Pandulf of Capua's De calculatione: an illustrated abacus treatise and some evidence for the Hindu-Arabic numerals in eleventh-century south Italy.Craig A. Gibson & Francis Newton - 1995 - Mediaeval Studies 57 (1):293-335.
  27.  8
    Linear Spatial–Numeric Associations Aid Memory for Single Numbers.John Opfer, Dan Kim, Christopher J. Young & Francesca Marciani - 2019 - Frontiers in Psychology 10.
    Memory for numbers improves with age. One source of this improvement may be learning linear spatial-numeric associations, but previous evidence for this hypothesis likely confounded memory span with quality of numerical magnitude representations and failed to distinguish spatial-numeric mappings from other numeric abilities, such as counting or number word-cardinality mapping. To obviate the influence of memory span on numerical memory, we examined 39 3- to 5-year-olds’ ability to recall one spontaneously produced number (1-20) after a delay, and (...)
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  28.  28
    Evidence synthesis indicates contentless experiences in meditation are neither truly contentless nor identical.Toby J. Woods, Jennifer M. Windt & Olivia Carter - 2024 - Phenomenology and the Cognitive Sciences 23 (2):253-304.
    Contentless experience involves an absence of mental content such as thought, perception, and mental imagery. In academic work it has been classically treated as including states like those aimed for in Shamatha, Transcendental, and Stillness Meditation. We have used evidence synthesis to select and review 135 expert texts from within the three traditions. In this paper we identify the features of contentless experience referred to in the expert texts and determine whether the experiences are the same or different across (...)
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  29.  48
    Numerical Results for the Hubbard Model: Implications for the High Tc Pairing Mechanism. [REVIEW]Douglas J. Scalapino & S. R. White - 2001 - Foundations of Physics 31 (1):27-39.
    Numerical studies of the Hubbard model and its strong-coupling form, the t-J model, show evidence for antiferromagnetic, $d_{x^{\text{2}} - y^2 } $ -pairing and stripe correlations which remind one of phenomena seen in the layered cuprate materials. Here, we ask what these numerical results imply about various scenarios for the pairing mechanism.
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  30.  5
    Where's the Evidence?: Controversies in Modern Medicine.William A. Silverman - 1998 - Oxford University Press USA.
    Medicine is moving away from reliance on the proclamations of authorities to the use of numerical methods to estimate the size of effects of its interventions. But a rumbling note of uneasiness underlines present-day medical progress: the more we know, The more questions we encounter about what to do with the hard-won information. The essays in Where's the Evidence examine the dilemmas that have arisen as the result of medicine's unprecedented increase in technical powers. How do doctors draw (...)
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  31. Evidence and Credibility: Full Bayesian Significance Test for Precise Hypotheses.Julio Michael Stern & Carlos Alberto de Braganca Pereira - 1999 - Entropy 1 (1):69-80.
    A Bayesian measure of evidence for precise hypotheses is presented. The intention is to give a Bayesian alternative to significance tests or, equivalently, to p-values. In fact, a set is defined in the parameter space and the posterior probability, its credibility, is evaluated. This set is the “Highest Posterior Density Region” that is “tangent” to the set that defines the null hypothesis. Our measure of evidence is the complement of the credibility of the “tangent” region.
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  32. Saying It With Numerals.David Auerbach - 1994 - Notre Dame Journal of Formal Logic 35 (1):130-146.
    This article discusses the nature of numerals and the plausibility of their special semantic and epistemological status as proper names of numbers. Evidence is presented that minimizes the difference between numerals and other devices of direct reference. The availability of intensional contexts within formalised metamathematics is exploited to shed light on the relation between formal numerals and numerals.
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  33. Legal Burdens of Proof and Statistical Evidence.Georgi Gardiner - 2018 - In David Coady & James Chase (eds.), The Routledge Handbook of Applied Epistemology. New York: Routledge.
    In order to perform certain actions – such as incarcerating a person or revoking parental rights – the state must establish certain facts to a particular standard of proof. These standards – such as preponderance of evidence and beyond reasonable doubt – are often interpreted as likelihoods or epistemic confidences. Many theorists construe them numerically; beyond reasonable doubt, for example, is often construed as 90 to 95% confidence in the guilt of the defendant. -/- A family of influential cases (...)
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  34.  8
    Hedging and rounding in numerical expressions.Sandra Williams & Richard Power - 2013 - Pragmatics and Cognition 21 (1):193-223.
    Previous accounts of hedges assume that they cause language to become vague or fuzzy ; however, hedges can actually sharpen numerical concepts by giving explicit information about approximation, especially where bare numbers appear misleadingly round or precise. They can also tell hearers about the direction of approximation. This article provides a first empirical account of interactions between hedging and rounding in numerical expressions. We demonstrate that hedges occur more commonly with round numbers than with non-round ones. However, we (...)
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  35.  23
    Common mistakes about numerical representations.Mauro Pesenti & Michael Andres - 2009 - Behavioral and Brain Sciences 32 (3-4):346-347.
    Cohen Kadosh & Walsh (CK&W) argue that recent findings challenge the hypothesis of abstract numerical representations. Here we show that because, like many other authors in the field, they rely on inaccurate definitions of abstract and non-abstract representations, CK&W fail to provide compelling evidence against the abstract view.
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  36.  36
    Hedging and rounding in numerical expressions.Sandra Williams & Richard Power - 2013 - Pragmatics and Cognition 21 (1):193-223.
    Previous accounts of hedges assume that they cause language to become vague or fuzzy (Lakoff 1973); however, hedges can actually sharpen numerical concepts by giving explicit information about approximation, especially where bare numbers appear misleadingly round or precise. They can also tell hearers about the direction of approximation (greater or less than). This article provides a first empirical account of interactions between hedging and rounding in numerical expressions. We demonstrate that hedges occur more commonly with round numbers than (...)
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  37.  24
    Gerasimos P. Pagoulatos, Tracing the Bridegroom in Dura: The Bridal Initiation Service of the Dura-Europos Christian Baptistery as Early Evidence of the Use of Images in Christian and Byzantine Worship. Piscataway, NJ: Gorgias Press, 2008. Paper. Pp. 185 (1–22 numbered in roman numerals); black-and-white and color figures. [REVIEW]Cecily J. Hilsdale - 2010 - Speculum 85 (3):718-720.
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  38. Genetic Developmental Disorders and Numerical Competence across the Lifespan.Jo Van Herwegen & Annette Karmiloff-Smith - 2015 - In Roi Cohen Kadosh & Ann Dowker (eds.), The Oxford Handbook of Numerical Cognition. Oxford University Press UK.
    Due to their frequent uneven cognitive profiles, genetic developmental disorders allow researchers to investigate which numerical sub-system of those present in typically developing infants best predicts subsequent numerical abilities. More importantly, they can provide evidence of which other cognitive abilities outside number are necessary for the successful development of these numerical sub-systems. We discuss evidence from cross-syndrome comparisons of adults, adolescents, children, and infants with Williams syndrome and those with Down syndrome to show that the (...)
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  39.  22
    Evidence Theory and Fuzzy Relational Calculus in Estimation of Health Effects Due to Air Pollution.Ashok Deshpande, Vilas Kharat & Jyoti Yadav - 2013 - Journal of Intelligent Systems 22 (1):9-23.
    . With an overall objective of establishing association between air pollutants and incidence of respiratory diseases, the environmental professionals and medical practitioners have made significant contribution, using statistical mechanics in modelling epidemiological data, population characteristics, and pollution parameters. Broadly speaking, the studies have shown that the increase in vehicular traffic has been one of the causes of respiratory diseases. However, the WHO Centre for Environment and Health, Europe in its 2005 document states: “There is little evidence for a causal (...)
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  40.  9
    Cracking bones and numbers: solving the enigma of numerical sequences on ancient Chinese artifacts.Andrea Bréard & Constance A. Cook - 2020 - Archive for History of Exact Sciences 74 (4):313-343.
    Numerous recent discoveries in China of ancient tombs have greatly increased our knowledge of ritual and religious practices. These discoveries include excavated oracle bones, bronze, jade, stone and pottery objects, and bamboo manuscripts dating from the twelfth to fourth century BCE. Inscribed upon these artifacts are a large number of records of numerical sequences, for which no explanation has been found of how they were produced. Structural links to the Book of Changes, a divination manual that entered the Confucian (...)
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  41. ERP Correlates of Verbal and Numerical Probabilities in Risky Choices: A Two-Stage Probability Processing View.Shu Li, Xue-Lei Du, Qi Li, Yan-Hua Xuan, Yun Wang & Li-Lin Rao - 2015 - Frontiers in Human Neuroscience 9:141579.
    Two kinds of probability expressions, verbal and numerical, have been used to characterize the uncertainty that people face. However, the question of whether verbal and numerical probabilities are cognitively processed in a similar manner remains unresolved. From a levels-of-processing perspective, verbal and numerical probabilities may be processed differently during early sensory processing but similarly in later semantic-associated operations. This event-related potential (ERP) study investigated the neural processing of verbal and numerical probabilities in risky choices. The results (...)
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  42. Is meta-analysis the platinum standard of evidence?Jacob Stegenga - 2011 - Studies in History and Philosophy of Science Part C: Studies in History and Philosophy of Biological and Biomedical Sciences 42 (4):497-507.
    An astonishing volume and diversity of evidence is available for many hypotheses in the biomedical and social sciences. Some of this evidence—usually from randomized controlled trials (RCTs)—is amalgamated by meta-analysis. Despite the ongoing debate regarding whether or not RCTs are the ‘gold-standard’ of evidence, it is usually meta-analysis which is considered the best source of evidence: meta-analysis is thought by many to be the platinum standard of evidence. However, I argue that meta-analysis falls far short (...)
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  43. Metamemory as evidence of animal consciousness: The type that does the trick.Nicholas Shea & Cecilia Heyes - 2010 - Biology and Philosophy 25 (1):95-110.
    The question of whether non-human animals are conscious is of fundamental importance. There are already good reasons to think that many are, based on evolutionary continuity and other considerations. However, the hypothesis is notoriously resistant to direct empirical test. Numerous studies have shown behaviour in animals analogous to consciously-produced human behaviour. Fewer probe whether the same mechanisms are in use. One promising line of evidence about consciousness in other animals derives from experiments on metamemory. A study by Hampton (Proc (...)
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  44.  28
    Student views concerning evidence and the expert in reasoning a socio‐scientific issue and personal epistemology.Fang‐Ying Yang* - 2005 - Educational Studies 31 (1):65-84.
    This study investigated their views concerning evidence and expert opinion of 10th‐grade students, accessed by an open‐ended questionnaire in the context of a socio‐scientific issue: the cause of flood disasters, and personal epistemology identified by the Learning Environment Preference Questionnaire . Students' responses to the open‐ended questions showed that when thinking about the flood issue, most students rely heavily on direct and numerical data to draw their conclusions, while experts represented a source of conclusive information. The LEP scores (...)
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  45. Judging Mechanistic Neuroscience: A Preliminary Conceptual-Analytic Framework for Evaluating Scientific Evidence in the Courtroom.Jacqueline Anne Sullivan & Emily Baron - 2018 - Psychology, Crime and Law (00):00-00.
    The use of neuroscientific evidence in criminal trials has been steadily increasing. Despite progress made in recent decades in understanding the mechanisms of psychological and behavioral functioning, neuroscience is still in an early stage of development and its potential for influencing legal decision-making is highly contentious. Scholars disagree about whether or how neuroscientific evidence might impact prescriptions of criminal culpability, particularly in instances in which evidence of an accused’s history of mental illness or brain abnormality is offered (...)
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  46.  36
    Single-digit and two-digit Arabic numerals address the same semantic number line.Bert Reynvoet & Marc Brysbaert - 1999 - Cognition 72 (2):191-201.
    Many theories about human number representation stress the importance of a central semantic representation that includes the magnitude information of small integer numbers, and that is conceived as an abstract, compressed number line. However, thus far there has been little or no direct evidence that units and teens are represented on the same number line. In two masked priming experiments, we show that single-digit and two-digit Arabic numerals are equally well primed by an Arabic numeral with the same number (...)
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  47.  19
    When Does Evidence Support Guilt “Beyond a Reasonable Doubt”?Gideon Yaffe - 2019 - In Larry Alexander & Kimberly Kessler Ferzan (eds.), The Palgrave Handbook of Applied Ethics and the Criminal Law. Springer Verlag. pp. 97-116.
    Criminal defendants cannot be punished unless found guilty “beyond a reasonable doubt”. Under probabilistic accounts, this means that the probability of guilt given the evidence is above a certain numerical threshold, such as 0.9. Under psychological accounts, by contrast, what is essential is that a factfinder reaches a certain psychological attitude toward guilt, such as certainty or unwavering belief, when contemplating the evidence. An adequate account should provide a normative explanation for why guilt BARD warrants punishment. Psychological (...)
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  48.  70
    Believing in black boxes: machine learning for healthcare does not need explainability to be evidence-based.Liam G. McCoy, Connor T. A. Brenna, Stacy S. Chen, Karina Vold & Sunit Das - 2022 - Journal of Clinical Epidemiology 142:252-257.
    Objective: To examine the role of explainability in machine learning for healthcare (MLHC), and its necessity and significance with respect to effective and ethical MLHC application. Study Design and Setting: This commentary engages with the growing and dynamic corpus of literature on the use of MLHC and artificial intelligence (AI) in medicine, which provide the context for a focused narrative review of arguments presented in favour of and opposition to explainability in MLHC. Results: We find that concerns regarding explainability are (...)
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  49.  32
    Philosophy and the Precautionary Principle: Science, Evidence, and Environmental Policy.Daniel Steel - 2015 - Cambridge: Cambridge University Press.
    Scholars in philosophy, law, economics and other fields have widely debated how science, environmental precaution, and economic interests should be balanced in urgent contemporary problems, such as climate change. One controversial focus of these discussions is the precautionary principle, according to which scientific uncertainty should not be a reason for delay in the face of serious threats to the environment or health. While the precautionary principle has been very influential, no generally accepted definition of it exists and critics charge that (...)
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  50. Testing the Independence of Poisson Variates under the Holgate Bivariate Distribution: The Power of a New Evidence Test.Julio Michael Stern & Shelemyahu Zacks - 2002 - Statistics and Probability Letters 60:313-320.
    A new Evidence Test is applied to the problem of testing whether two Poisson random variables are dependent. The dependence structure is that of Holgate’s bivariate distribution. These bivariate distribution depends on three parameters, 0 < theta_1, theta_2 < infty, and 0 < theta_3 < min(theta_1, theta_2). The Evidence Test was originally developed as a Bayesian test, but in the present paper it is compared to the best known test of the hypothesis of independence in a frequentist framework. (...)
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