Results for 'number-space mapping'

989 found
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  1. Number-space mapping in human infants.Elizabeth S. Spelke & William James Hall - unknown
    Mature representations of number are built on a core system of numerical representation that connects to spatial representations in the form of a ‘mental number line’. The core number system is functional in early infancy, but little is known about the origins of the mapping of numbers onto space. Here we show that preverbal infants transfer the discrimination of an ordered series of numerosities to the discrimination of an ordered series of line lengths. Moreover, infants (...)
     
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  2.  35
    Newborn chicks need no number tricks. Commentary: Number-space mapping in the newborn chick resembles humans' mental number line.Samuel Shaki & Martin H. Fischer - 2015 - Frontiers in Human Neuroscience 9.
  3.  19
    Response: “Newborn chicks need no number tricks. Commentary: Number-space mapping in the newborn chick resembles humans' mental number line”.Rosa Rugani, Giorgio Vallortigara, Konstantinos Priftis & Lucia Regolin - 2016 - Frontiers in Human Neuroscience 10.
  4. The mapping of numbers on space : Evidence for a logarithmic Intuition.Véronique Izard, Pierre Pica, Elizabeth Spelke & Stanislas Dehaene - 2008 - Médecine/Science 24 (12):1014-1016.
    Des branches entières des mathématiques sont fondées sur des liens posés entre les nombres et l’espace : mesure de longueurs, définition de repères et de coordonnées, projection des nombres complexes sur le plan… Si les nombres complexes, comme l’utilisation de repères, sont apparus relativement récemment (vers le XVIIe siècle), la mesure des longueurs est en revanche un procédé très ancien, qui remonte au moins au 3e ou 4e millénaire av. J-C. Loin d’être fortuits, ces liens entre les nombres et l’espace (...)
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  5.  46
    Spontaneous mapping of number and space in adults and young children.Maria-Dolores de Hevia & Elizabeth S. Spelke - 2009 - Cognition 110 (2):198-207.
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  6. Log or linear? Distinct intuitions of the number scale in Western and Amazonian indigene cultures.Pierre Pica, Stanislas Dehaene, Elizabeth Spelke & Véronique Izard - 2008 - Science 320 (5880):1217-1220.
    The mapping of numbers onto space is fundamental to measurement and to mathematics. Is this mapping a cultural invention or a universal intuition shared by all humans regardless of culture and education? We probed number-space mappings in the Mundurucu, an Amazonian indigene group with a reduced numerical lexicon and little or no formal education. At all ages, the Mundurucu mapped symbolic and nonsymbolic numbers onto a logarithmic scale, whereas Western adults used linear mapping with (...)
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  7.  46
    Spontaneous mapping of number and space in adults and young children.Elizabeth S. Spelke Maria Dolores de Hevia - 2009 - Cognition 110 (2):198.
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  8.  59
    Linear mapping of numbers onto space requires attention.Giovanni Anobile, Guido Marco Cicchini & David C. Burr - 2012 - Cognition 122 (3):454-459.
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  9.  35
    Rhesus monkeys (Macaca mulatta) map number onto space.Caroline B. Drucker & Elizabeth M. Brannon - 2014 - Cognition 132 (1):57-67.
  10. Response to Comment on "log or linear? Distinct Intuitions on the Number Scale in Western and Amazonian Indigene Cultures".Stanislas Dehaene, Véronique Izard, Pierre Pica & Elizabeth Spelke - 2009 - Science 323 (5910):38.
    The performance of the Mundurucu on the number-space task may exemplify a general competence for drawing analogies between space and other linear dimensions, but Mundurucu participants spontaneously chose number when other dimensions were available. Response placement may not reflect the subjective scale for numbers, but Cantlon et al.'s proposal of a linear scale with scalar variability requires additional hypotheses that are problematic.
     
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  11. Singing Numbers… in Cognitive Space — A Dual‐Task Study of the Link Between Pitch, Space, and Numbers.Martin H. Fischer, Marianna Riello, Bruno L. Giordano & Elena Rusconi - 2013 - Topics in Cognitive Science 5 (2):354-366.
    We assessed the automaticity of spatial-numerical and spatial-musical associations by testing their intentionality and load sensitivity in a dual-task paradigm. In separate sessions, 16 healthy adults performed magnitude and pitch comparisons on sung numbers with variable pitch. Stimuli and response alternatives were identical, but the relevant stimulus attribute (pitch or number) differed between tasks. Concomitant tasks required retention of either color or location information. Results show that spatial associations of both magnitude and pitch are load sensitive and that the (...)
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  12. State space semantics and conceptual similarity: Reply to Churchland.Francisco Calvo Garzón - 2000 - Philosophical Psychology 13 (1):77-95.
    Jerry Fodor and Ernest Lepore [(1992) Holism: a shopper's guide, Oxford: Blackwell; (1996) in R. McCauley (Ed.) The Churchlands and their critics , Cambridge: Blackwell] have launched a powerful attack against Paul Churchland's connectionist theory of semantics--also known as state space semantics. In one part of their attack, Fodor and Lepore argue that the architectural and functional idiosyncrasies of connectionist networks preclude us from articulating a notion of conceptual similarity applicable to state space semantics. Aarre Laakso and Gary (...)
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  13.  50
    Mapping Ethics Education in Accounting Research: A Bibliometric Analysis.Tamara Poje & Maja Zaman Groff - 2022 - Journal of Business Ethics 179 (2):451-472.
    The attention being paid to ethics education in accounting has been increasing, especially after the corporate accounting scandals at the turn of the century. This paper provides a comprehensive overview of the existing research in the field of ethics education in accounting. To synthesize past research, a bibliometric analysis that references 134 primary studies is performed and three bibliometric methods are applied. First, we visualize the historical evolution of ethics education in accounting research through historiography. Second, we use bibliographic coupling (...)
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  14.  51
    Gödel axiom mappings in special relativity and quantum-electromagnetic theory.William M. Honig - 1976 - Foundations of Physics 6 (1):37-57.
    Exponential mappings into an imaginary space or number field for the axioms of a theory, which are in the form of propositional constants and variables, make possible: (a) an understanding of the meaning and differences between the Lorentz transformation constants, such that their product is still equal to one, but the axioms at each end of the transformations are logically inverse and separately consistent; (b) an interpretation of the psi function phase factor which is part of the axiomE=hf; (...)
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  15.  35
    Regular spaces versus computing with chaos.Cees van Leeuwen - 1998 - Behavioral and Brain Sciences 21 (4):482-484.
    The attempt to provide a faithful mapping from distal shape space to proximal state space in terms of a higher order relationship defined over proximal similarity space stumbles on the context sensitivity of higher order relationships. Proportional analogy problems using quadruples of figures illustrate that for a number of interesting perceptual problems, the number of relevant dimensions cannot be reduced.
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  16.  51
    Mapping relational links between motor imagery, action observation, action-related language, and action execution.Helen O’Shea - 2022 - Frontiers in Human Neuroscience 16:984053.
    Actions can be physically executed, observed, imagined, or simply thought about. Unifying mental processes, such as simulation, emulation, or predictive processing, are thought to underlie different action types, whether they are mental states, as in the case of motor imagery and action observation, or involve physical execution. While overlapping brain activity is typically observed across different actions which indicates commonalities, research interest is also concerned with investigating the distinct functional components of these action types. Unfortunately, untangling subtleties associated with the (...)
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  17. The adoration of a map: Reflections on a genome metaphor.Hub Zwart - 2009 - Genomics, Society and Policy 5 (3):1-15.
    On June 26, 2000, President Clinton, together with Francis Collins and Craig Venter, solemnly announced, from the East Room of the White House, that the grand effort to sequence the human genome, the Human Genome Project (HGP), was rapidly nearing its completion. Symbolism abounded. The event was framed as a crucial marker in the history of both humanity and knowledge by explicitly connecting the completion of the HGP with a number of already acknowledged and established scientific highlights. Tensions abounded (...)
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  18.  11
    More linear than log? Non-symbolic number-line estimation in 3- to 5-year-old children.Maciej Haman & Katarzyna Patro - 2022 - Frontiers in Psychology 13.
    The number-line estimation task has become one of the most important methods in numerical cognition research. Originally applied as a direct measure of spatial number representation, it became also informative regarding various other aspects of number processing and associated strategies. However, most of this work and associated conclusions concerns processing numbers in a symbolic format, by school children and older subjects. Symbolic number system is formally taught and trained at school, and its basic mathematical properties can (...)
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  19. Space and the language‐cognition interface.Anna Papafragou - unknown
    According to classical theories of language and cognition, human cognition is characterized by strong universal commonalities built around notions such as object, space, agency, number, time, and event (Clark, 1973; Miller & Johnson‐Laird, 1976). Languages select from this prelinguistic conceptual repertoire the concepts that become encoded in their lexical and grammatical stock. Language acquisition, on this view, is a mapping process in which the learner needs to figure out which sounds in the language spoken in the environment (...)
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  20.  54
    A definability result for compact complex spaces.Dale Radin - 2004 - Journal of Symbolic Logic 69 (1):241-254.
    A compact complex space X is viewed as a 1-st order structure by taking predicates for analytic subsets of X, X \times X, … as basic relations. Let f: X→ Y be a proper surjective holomorphic map between complex spaces and set Xy:=f-1(y). We show that the set Ak,d:={y∈ Y: the number of d-dimensional components of Xy is (...)
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  21.  44
    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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  22.  20
    Moving in Semantic Space in Prodromal and Very Early Alzheimer's Disease: An Item-Level Characterization of the Semantic Fluency Task.Aino M. Saranpää, Sasa L. Kivisaari, Riitta Salmelin & Sabine Krumm - 2022 - Frontiers in Psychology 13.
    The semantic fluency task is a widely used clinical tool in the diagnostic process of Alzheimer's disease. The task requires efficient mapping of the semantic space to produce as many items as possible within a semantic category. We examined whether healthy volunteers and patients with early Alzheimer's disease take advantage of and travel in the semantic space differently. With focus on the animal fluency task, we sought to emulate the detailed structure of the multidimensional semantic space (...)
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  23.  14
    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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  24.  24
    Mapping Forbidden Places and Places of the Forbidden in Early Modern London and Paris.Christine M. Petto - 2010 - Environment, Space, Place 2 (1):35-59.
    In seventeenth- and eighteenth-century London and Paris, growing numbers of poor alarmed notables and city officials who would come to view a policy of confinement as an appropriate social, economic, religious, and political solution. This work examines the motivations of patrons to support these institutions (called hospitals). In particular, this study looks at their support for the construction (or renovations) of chapels (e.g. chapel at La Salpêtrière and the chapel at the Lock Hospital) and their visitations to these hospitals. Vagrants, (...)
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  25.  36
    Selective covering properties of product spaces.Arnold W. Miller, Boaz Tsaban & Lyubomyr Zdomskyy - 2014 - Annals of Pure and Applied Logic 165 (5):1034-1057.
    We study the preservation of selective covering properties, including classic ones introduced by Menger, Hurewicz, Rothberger, Gerlits and Nagy, and others, under products with some major families of concentrated sets of reals.Our methods include the projection method introduced by the authors in an earlier work, as well as several new methods. Some special consequences of our main results are : Every product of a concentrated space with a Hurewicz S1S1 space satisfies S1S1. On the other hand, assuming the (...)
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  26.  33
    The Presence of Background Noise Extends the Competitor Space in Native and Non‐Native Spoken‐Word Recognition: Insights from Computational Modeling.Themis Karaminis, Florian Hintz & Odette Scharenborg - 2022 - Cognitive Science 46 (2):e13110.
    Oral communication often takes place in noisy environments, which challenge spoken-word recognition. Previous research has suggested that the presence of background noise extends the number of candidate words competing with the target word for recognition and that this extension affects the time course and accuracy of spoken-word recognition. In this study, we further investigated the temporal dynamics of competition processes in the presence of background noise, and how these vary in listeners with different language proficiency (i.e., native and non-native) (...)
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  27.  19
    Meridians: Engagement and collaboration in physical and virtual public space.Claire Leporati - 2011 - Colloquy 22:247-260.
    The use of collaborative online social media applications as tools of communication is increasing in contemporary society. Correspondingly, a number of contemporary artists are exploring online interaction in their material public art practice, as a new form of documentation, promotion and creative collaboration. Mapping and analysing these new forms of interaction provide a method to determine the scope of their contribution to new artistic knowledge. This paper argues that contemporary public art practice can be cognisant of both physical (...)
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  28. Burqas in Back Alleys: Street Art, hijab, and the Reterritorialization of Public Space.John A. Sweeney - 2011 - Continent 1 (4):253-278.
    continent. 1.4 (2011): 253—278. A Sense of French Politics Politics itself is not the exercise of power or struggle for power. Politics is first of all the configuration of a space as political, the framing of a specific sphere of experience, the setting of objects posed as "common" and of subjects to whom the capacity is recognized to designate these objects and discuss about them.(1) On April 14, 2011, France implemented its controversial ban of the niqab and burqa , (...)
     
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  29.  63
    Aesthetic Experience, Transitional Objects and the Third Space: The Fusion of Audience and Aesthetic Objects in the Performing Arts.Ian Woodward & David Ellison - 2010 - Thesis Eleven 103 (1):45-53.
    Aesthetic experience has been relativized and marginalized by recent social and cultural theory. As less attention has been paid to understanding the nature of aesthetic experience than mapping the distributed social correlates of tastes, its transformative potential and capacity to animate actors’ imaginations and actions goes unexplored. In this paper we draw upon a large number of in-depth interviews with performing arts audiences around Australia to investigate the language and discourse used to describe aesthetic experiences. In particular, we (...)
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  30.  98
    Exploratory analysis of concept and document spaces with connectionist networks.Dieter Merkl, Erich Schweighoffer & Werner Winiwarter - 1999 - Artificial Intelligence and Law 7 (2-3):185-209.
    Exploratory analysis is an area of increasing interest in the computational linguistics arena. Pragmatically speaking, exploratory analysis may be paraphrased as natural language processing by means of analyzing large corpora of text. Concerning the analysis, appropriate means are statistics, on the one hand, and artificial neural networks, on the other hand. As a challenging application area for exploratory analysis of text corpora we may certainly identify text databases, be it information retrieval or information filtering systems. With this paper we present (...)
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  31.  49
    How Deep Is Your SNARC? Interactions Between Numerical Magnitude, Response Hands, and Reachability in Peripersonal Space.Johannes Lohmann, Philipp A. Schroeder, Hans-Christoph Nuerk, Christian Plewnia & Martin V. Butz - 2018 - Frontiers in Psychology 9:344216.
    Spatial, physical, and semantic magnitude dimensions can influence action decisions in human cognitive processing and interact with each other. For example, in the SNARC effect, semantic numerical magnitude facilitates left-hand or right-hand responding dependent on the small or large magnitude of number symbols. SNARC-like interactions of numerical magnitudes with the radial spatial dimension (depth) were postulated from early on. Usually, the SNARC effect in any direction is investigated using fronto-parallel computer monitors for presentation of stimuli. In such 2D setups, (...)
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  32. Response to Nunez.Véronique Izard, Stanislas Dehaene, Pierre Pica & Elizabeth Spelke - 2008 - Science 312 (5803):1310.
    We agree with Nuñez that the Mundurucu do not master the formal propreties of number lines and logarithms, but as the term "intuition" implies, they spontaneously experience a logarithmic mapping of number to space as natural and "feeling right.".
     
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  33.  27
    Mental space maps into the future.Anna Belardinelli, Johannes Lohmann, Alessandro Farnè & Martin V. Butz - 2018 - Cognition 176 (C):65-73.
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  34.  19
    Stacked spaces: Mapping digital infrastructures.Till Straube - 2016 - Big Data and Society 3 (2).
    This article turns towards the spatial life of ‘digital infrastructures’, i.e. code, protocols, standards, and data formats that are hidden from view in everyday applications of computational technologies. It does so by drawing on the version control system Git as a case study, and telling the story of its initial development in order to reconstruct the circumstances and technical considerations surrounding its conception. This account engages with computational infrastructures on their own terms by adopting the figure of the ‘stack’ to (...)
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  35.  32
    Chess RHIZOME and Phase Space: Mapping Metaphor Theory onto Hypertext Theory.Martin E. Rosenberg - 1999 - Intertexts 3 (2):147-167.
  36. Moving Through Capacity Space: Mapping Disability and Enhancement.Nicholas Greig Evans, Joel Michael Reynolds & Kaylee R. Johnson - 2021 - Journal of Medical Ethics 47 (11):748-755.
    In this paper, we highlight some problems for accounts of disability and enhancement that have not been sufficiently addressed in the literature. The reason, we contend, is that contemporary debates that seek to define, characterise or explain the normative valence of disability and enhancement do not pay sufficient attention to a wide range of cases, and the transition between one state and another. In section one, we provide seven cases that might count as disability or enhancement. We explain why each (...)
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  37. Bridging Time and Space: Mapping Ancient History in Year 7.Bill Lewis - 2010 - Agora (History Teachers' Association of Victoria) 45 (3):45.
  38. Mapping spaces. Mapping vision: Goethe, cartography, and the novel / Andrew Piper ; Just how naughty was Berlin? The geography of prostitution and female sexuality in Curt Moreck's Erotic travel guide / Jill Suzanne Smith ; Mapping a human geography: spatiality in Uwe Johnson's Mutmassungen über Jakob [Speculations about Jakob, 1959] / Jennifer Marston William ; Historical space: Daniel Kehlmann's Die Vermessung der Welt [Measuring the world, 2005]. [REVIEW]Katharina Gerstenberger - 2010 - In Jaimey Fisher & Barbara Caroline Mennel (eds.), Spatial Turns: Space, Place, and Mobility in German Literary and Visual Culture. Rodopi.
  39. Excursions into Everyday Spaces: Mapping Aesthetic Potentiality of Urban Environments through Preaesthetic Sensitivities.Sanna Lehtinen - 2015 - Dissertation, University of Helsinki
    This study examines the complex relation between spatial experience and aesthetic experience. It is argued that spatial experience specifically in the context of everyday spaces makes it possible to experience them aesthetically as well. A wide selection of research ranging from environmental and philosophical aesthetics to architectural theory, psychology, human geography, and other relevant disciplines is employed in order to achieve a more detailed picture of how spatial experience is formed in the first place. This experience is described mainly in (...)
     
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  40.  43
    Introduction to mathematics: number, space, and structure.Scott A. Taylor - 2023 - Providence, Rhode Island: American Mathematical Society.
    This textbook is designed for an Introduction to Proofs course organized around the themes of number and space. Concepts are illustrated using both geometric and number examples, while frequent analogies and applications help build intuition and context in the humanities, arts, and sciences. Sophisticated mathematical ideas are introduced early and then revisited several times in a spiral structure, allowing students to progressively develop rigorous thinking. Throughout, the presentation is enlivened with whimsical illustrations, apt quotations, and glimpses of (...)
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  41.  23
    Implicit and Explicit Number-Space Associations Differentially Relate to Interference Control in Young Adults With ADHD.Carrie Georges, Danielle Hoffmann & Christine Schiltz - 2018 - Frontiers in Psychology 9.
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  42. On the Relation Between Gauge and Phase Symmetries.Gabriel Catren - 2014 - Foundations of Physics 44 (12):1317-1335.
    We propose a group-theoretical interpretation of the fact that the transition from classical to quantum mechanics entails a reduction in the number of observables needed to define a physical state and \ to \ or \ in the simplest case). We argue that, in analogy to gauge theories, such a reduction results from the action of a symmetry group. To do so, we propose a conceptual analysis of formal tools coming from symplectic geometry and group representation theory, notably Souriau’s (...)
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  43.  31
    Will Review for Points: The Unpaid Affective Labour of Placemaking for Google’s ‘Local Guides’.Luis F. Alvarez León & Alexander Tarr - 2019 - Feminist Review 123 (1):89-105.
    A growing number of people are relying on technologies like Google Maps not only to navigate and locate themselves in cartographic space but also to search, discover and evaluate urban places. While the spatial data that underlies such technology frequently appears as a combination of Google-created maps and locational information passively collected from mobile (GPS-enabled) devices, in this article we argue that for such systems to function as both useful tools for exploration for users and sources of revenue, (...)
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  44.  27
    Surreal Ordered Exponential Fields.Philip Ehrlich & Elliot Kaplan - 2021 - Journal of Symbolic Logic 86 (3):1066-1115.
    In 2001, the algebraico-tree-theoretic simplicity hierarchical structure of J. H. Conway’s ordered field${\mathbf {No}}$of surreal numbers was brought to the fore by the first author and employed to provide necessary and sufficient conditions for an ordered field (ordered$K$-vector space) to be isomorphic to an initial subfield ($K$-subspace) of${\mathbf {No}}$, i.e. a subfield ($K$-subspace) of${\mathbf {No}}$that is an initial subtree of${\mathbf {No}}$. In this sequel, analogous results are established forordered exponential fields, making use of a slight generalization of Schmeling’s conception (...)
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  45.  27
    A New Subject-Specific Discriminative and Multi-Scale Filter Bank Tangent Space Mapping Method for Recognition of Multiclass Motor Imagery.Fan Wu, Anmin Gong, Hongyun Li, Lei Zhao, Wei Zhang & Yunfa Fu - 2021 - Frontiers in Human Neuroscience 15.
    Objective: Tangent Space Mapping using the geometric structure of the covariance matrices is an effective method to recognize multiclass motor imagery. Compared with the traditional CSP method, the Riemann geometric method based on TSM takes into account the nonlinear information contained in the covariance matrix, and can extract more abundant and effective features. Moreover, the method is an unsupervised operation, which can reduce the time of feature extraction. However, EEG features induced by MI mental activities of different subjects (...)
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  46.  98
    Nature or Nurture in Finger Counting: A Review on the Determinants of the Direction of Number?Finger Mapping.Paola Previtali, Luca Rinaldi & Luisa Girelli - 2011 - Frontiers in Psychology 2.
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  47. Aboutness.Stephen Yablo - 2014 - Oxford: Princeton University Press.
    Aboutness has been studied from any number of angles. Brentano made it the defining feature of the mental. Phenomenologists try to pin down the aboutness-features of particular mental states. Materialists sometimes claim to have grounded aboutness in natural regularities. Attempts have even been made, in library science and information theory, to operationalize the notion. But it has played no real role in philosophical semantics. This is surprising; sentences have aboutness-properties if anything does. Aboutness is the first book to examine (...)
  48.  47
    Comparative Expectations.Arthur Paul Pedersen - 2014 - Studia Logica 102 (4):811-848.
    I introduce a mathematical account of expectation based on a qualitative criterion of coherence for qualitative comparisons between gambles (or random quantities). The qualitative comparisons may be interpreted as an agent’s comparative preference judgments over options or more directly as an agent’s comparative expectation judgments over random quantities. The criterion of coherence is reminiscent of de Finetti’s quantitative criterion of coherence for betting, yet it does not impose an Archimedean condition on an agent’s comparative judgments, it does not require the (...)
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  49.  46
    The Comet Cometh: Evolving Developmental Systems.Johannes Jaeger, Manfred Laubichler & Werner Callebaut - 2015 - Biological Theory 10 (1):36-49.
    In a recent opinion piece, Denis Duboule has claimed that the increasing shift towards systems biology is driving evolutionary and developmental biology apart, and that a true reunification of these two disciplines within the framework of evolutionary developmental biology may easily take another 100 years. He identifies methodological, epistemological, and social differences as causes for this supposed separation. Our article provides a contrasting view. We argue that Duboule’s prediction is based on a one-sided understanding of systems biology as a science (...)
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  50.  31
    Optokinetic Stimulation Modulates Neglect for the Number Space: Evidence from Mental Number Interval Bisection.Konstantinos Priftis, Marco Pitteri, Francesca Meneghello, Carlo Umiltà & Marco Zorzi - 2012 - Frontiers in Human Neuroscience 6.
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