33 found
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  1.  39
    Embodied numerosity: Implicit hand-based representations influence symbolic number processing across cultures.Frank Domahs, Korbinian Moeller, Stefan Huber, Klaus Willmes & Hans-Christoph Nuerk - 2010 - Cognition 116 (2):251-266.
  2.  38
    The influence of math anxiety on symbolic and non-symbolic magnitude processing.Julia F. Dietrich, Stefan Huber, Korbinian Moeller & Elise Klein - 2015 - Frontiers in Psychology 6.
  3.  32
    Spatial–Numerical and Ordinal Positional Associations Coexist in Parallel.Stefan Huber, Elise Klein, Korbinian Moeller & Klaus Willmes - 2016 - Frontiers in Psychology 7.
  4.  22
    A general model framework for multisymbol number comparison.Stefan Huber, Hans-Christoph Nuerk, Klaus Willmes & Korbinian Moeller - 2016 - Psychological Review 123 (6):667-695.
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  5.  40
    (1 other version)Considering digits in a current model of numerical development.Stephanie Roesch & Korbinian Moeller - 2014 - Frontiers in Human Neuroscience 8.
  6.  46
    Language influences number processing – A quadrilingual study.Korbinian Moeller, Samuel Shaki, Silke M. Göbel & Hans-Christoph Nuerk - 2015 - Cognition 136 (C):150-155.
  7.  52
    An integration of competing accounts on children’s number line estimation.Tanja Dackermann, Stefan Huber, Julia Bahnmueller, Hans-Christoph Nuerk & Korbinian Moeller - 2015 - Frontiers in Psychology 6.
  8.  31
    Magnitude or Multitude – What Counts?Martin Lachmair, Susana Ruiz Fernández, Korbinian Moeller, Hans-Christoph Nuerk & Barbara Kaup - 2018 - Frontiers in Psychology 9.
  9. A Computational Modeling Approach on Three‐Digit Number Processing.Stefan Huber, Korbinian Moeller, Hans-Christoph Nuerk & Klaus Willmes - 2013 - Topics in Cognitive Science 5 (2):317-334.
    Recent findings indicate that the constituting digits of multi-digit numbers are processed, decomposed into units, tens, and so on, rather than integrated into one entity. This is suggested by interfering effects of unit digit processing on two-digit number comparison. In the present study, we extended the computational model for two-digit number magnitude comparison of Moeller, Huber, Nuerk, and Willmes (2011a) to the case of three-digit number comparison (e.g., 371_826). In a second step, we evaluated how hundred-decade and hundred-unit compatibility effects (...)
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  10.  52
    A neural disconnection hypothesis on impaired numerical processing.Elise Klein, Korbinian Moeller & Klaus Willmes - 2013 - Frontiers in Human Neuroscience 7.
  11.  14
    Putting a Finger on Numerical Development – Reviewing the Contributions of Kindergarten Finger Gnosis and Fine Motor Skills to Numerical Abilities.Roberta Barrocas, Stephanie Roesch, Caterina Gawrilow & Korbinian Moeller - 2020 - Frontiers in Psychology 11.
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  12.  57
    Differing Connectivity of Exner’s Area for Numbers and Letters.Elise Klein, Klaus Willmes, Stefanie Jung, Stefan Huber, Lucia W. Braga & Korbinian Moeller - 2016 - Frontiers in Human Neuroscience 10.
  13.  22
    Cognitive Research and Mathematics Education—How Can Basic Research Reach the Classroom?Henrique Simplicio, Hedwig Gasteiger, Beatriz Vargas Dorneles, Ka Rene Grimes, Vitor Geraldi Haase, Carola Ruiz, Francéia Veiga Liedtke & Korbinian Moeller - 2020 - Frontiers in Psychology 11.
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  14.  22
    A Taxonomy Proposal for Types of Interactions of Language and Place-Value Processing in Multi-Digit Numbers.Julia Bahnmueller, Hans-Christoph Nuerk & Korbinian Moeller - 2018 - Frontiers in Psychology 9.
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  15.  36
    Spatial Arrangement and Set Size Influence the Coding of Non-symbolic Quantities in the Intraparietal Sulcus.Johannes Bloechle, Julia F. Huber, Elise Klein, Julia Bahnmueller, Johannes Rennig, Korbinian Moeller & Stefan Huber - 2018 - Frontiers in Human Neuroscience 12.
  16.  21
    Differential Development of Children’s Understanding of the Cardinality of Small Numbers and Zero.Silvia Pixner, Verena Dresen & Korbinian Moeller - 2018 - Frontiers in Psychology 9.
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  17.  29
    The Use of Local and Global Ordering Strategies in Number Line Estimation in Early Childhood.Jaccoline E. Van ’T. Noordende, M. J. M. Volman, Paul P. M. Leseman, Korbinian Moeller, Tanja Dackermann & Evelyn H. Kroesbergen - 2018 - Frontiers in Psychology 9.
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  18.  38
    A review on functional and structural brain connectivity in numerical cognition.Korbinian Moeller, Klaus Willmes & Elise Klein - 2015 - Frontiers in Human Neuroscience 9.
  19.  5
    Familiar Sequences Are Processed Faster Than Unfamiliar Sequences, Even When They Do Not Match the Count‐List.Declan Devlin, Korbinian Moeller, Iro Xenidou-Dervou, Bert Reynvoet & Francesco Sella - 2024 - Cognitive Science 48 (7):e13481.
    In order processing, consecutive sequences (e.g., 1‐2‐3) are generally processed faster than nonconsecutive sequences (e.g., 1‐3‐5) (also referred to as the reverse distance effect). A common explanation for this effect is that order processing operates via a memory‐based associative mechanism whereby consecutive sequences are processed faster because they are more familiar and thus more easily retrieved from memory. Conflicting with this proposal, however, is the finding that this effect is often absent. A possible explanation for these absences is that familiarity (...)
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  20. Influences of Cognitive Control on Numerical Cognition—Adaptation by Binding for Implicit Learning.Korbinian Moeller, Elise Klein & Hans-Christoph Nuerk - 2013 - Topics in Cognitive Science 5 (2):335-353.
    Recently, an associative learning account of cognitive control has been suggested (Verguts & Notebaert, 2009). In this so-called adaptation by binding theory, Hebbian learning of stimulus–stimulus and stimulus–response associations is assumed to drive the adaptation of human behavior. In this study, we evaluated the validity of the adaptation-by-binding account for the case of implicit learning of regularities within a stimulus set (i.e., the frequency of specific unit digit combinations in a two-digit number magnitude comparison task) and their association with a (...)
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  21.  19
    Differential influences of unilateral tDCS over the intraparietal cortex on numerical cognition.Christina Artemenko, Korbinian Moeller, Stefan Huber & Elise Klein - 2015 - Frontiers in Human Neuroscience 9.
  22.  37
    On the limits of language influences on numerical cognition – no inversion effects in three-digit number magnitude processing in adults.Julia Bahnmueller, Korbinian Moeller, Anne Mann & Hans-Christoph Nuerk - 2015 - Frontiers in Psychology 6.
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  23.  9
    The Multifactorial Nature of Early Numeracy and Its Stability.David Braeuning, Andrew Ribner, Korbinian Moeller & Clancy Blair - 2020 - Frontiers in Psychology 11.
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  24.  13
    Body experience influences lexical-semantic knowledge of body parts in children with hemiplegic cerebral palsy.Thalita Karla Flores Cruz, Deisiane Oliveira Souto, Korbinian Moeller, Patrícia Lemos Bueno Fontes & Vitor Geraldi Haase - 2022 - Frontiers in Psychology 13.
    BackgroundDisorders in different levels of body representation are present in hemiplegic cerebral palsy. However, it remains unclear whether the body image develops from aspects of body schema and body structural description, and how this occurs in children with HCP.Objective and methodsIn a cross-sectional study, we investigated 53 children with HCP and 204 typically developing control children to qualitatively evaluate whether and how body schema and body structural description affect the development of children’s body image and whether this development is delayed (...)
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  25.  43
    Spatial Presentations, but Not Response Formats Influence Spatial-Numerical Associations in Adults.Ursula Fischer, Stefan Huber, Hans-Christoph Nuerk, Ulrike Cress & Korbinian Moeller - 2018 - Frontiers in Psychology 9.
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  26.  43
    Hierarchical Development of Early Visual-Spatial Abilities – A Taxonomy Based Assessment Using the MaGrid App.Stefanie Jung, Anna Meinhardt, David Braeuning, Stephanie Roesch, Véronique Cornu, Tahereh Pazouki, Christine Schiltz, Jan Lonnemann & Korbinian Moeller - 2020 - Frontiers in Psychology 11.
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  27.  17
    Hemispheric Lateralization of Arithmetic Facts and Magnitude Processing for Two-Digit Numbers.Stefanie Jung, Korbinian Moeller, Hans-Otto Karnath & Elise Klein - 2020 - Frontiers in Human Neuroscience 14.
  28.  17
    Editorial: Neuro-cognitive Architecture of Numerical Cognition and Its Development.Elise Klein, Reuven Babai, Anja Ischebeck & Korbinian Moeller - 2021 - Frontiers in Human Neuroscience 15.
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  29.  19
    Children’s use of egocentric reference frames in spatial language is related to their numerical magnitude understanding.Nadja Lindner, Korbinian Moeller, Frauke Hildebrandt, Marcus Hasselhorn & Jan Lonnemann - 2022 - Frontiers in Psychology 13.
    Numerical magnitude information is assumed to be spatially represented in the form of a mental number line defined with respect to a body-centred, egocentric frame of reference. In this context, spatial language skills such as mastery of verbal descriptions of spatial position have been proposed to be relevant for grasping spatial relations between numerical magnitudes on the mental number line. We examined 4- to 5-year-old’s spatial language skills in tasks that allow responses in egocentric and allocentric frames of reference, as (...)
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  30.  27
    A Unitary or Multiple Representations of Numerical Magnitude? – the Case of Structure in Symbolic and Non-Symbolic Quantities.Korbinian Moeller, Elise Klein, Hans-Christoph Nuerk & Roi Cohen Kadosh - 2012 - Frontiers in Psychology 3.
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  31.  17
    Number processing and arithmetic skills in children with cochlear implants.Silvia Pixner, Martin Leyrer & Korbinian Moeller - 2014 - Frontiers in Psychology 5.
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  32.  8
    Measuring Cognitive Load Using In-Game Metrics of a Serious Simulation Game.Natalia Sevcenko, Manuel Ninaus, Franz Wortha, Korbinian Moeller & Peter Gerjets - 2021 - Frontiers in Psychology 12.
    Serious games have become an important tool to train individuals in a range of different skills. Importantly, serious games or gamified scenarios allow for simulating realistic time-critical situations to train and also assess individual performance. In this context, determining the user’s cognitive load during training seems crucial for predicting performance and potential adaptation of the training environment to improve training effectiveness. Therefore, it is important to identify in-game metrics sensitive to users’ cognitive load. According to Barrouillets’ time-based resource-sharing model, particularly (...)
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  33. Decimal fraction representations are not distinct from natural number representations - evidence from a combined eye-tracking and computational modeling approach.Elise Klein Stefan Huber, Hans-Christoph Nuerk Klaus Willmes & Korbinian Moeller - 2016 - In Philippe Chassy & Wolfgang Grodd (eds.), Abstract mathematical cognition. [Lausanne, Switzerland]: Frontiers Media SA.