TY - JOUR A1 - Fischer, Martin H. T1 - Why Numbers Are Embodied Concepts JF - Frontiers in Psychology KW - arithmetic KW - numerical cognition KW - number concepts KW - embodied cognition KW - philosophy of science Y1 - 2018 U6 - https://doi.org/10.3389/fpsyg.2017.02347 SN - 1664-1078 VL - 8 SP - 1 EP - 3 PB - Frontiers Research Foundation CY - Lausanne ER - TY - GEN A1 - Fischer, Martin H. T1 - Why Numbers Are Embodied Concepts T2 - Postprints der Universität Potsdam : Humanwissenschaftliche Reihe T3 - Zweitveröffentlichungen der Universität Potsdam : Humanwissenschaftliche Reihe - 440 KW - arithmetic KW - numerical cognition KW - number concepts KW - embodied cognition KW - philosophy of science Y1 - 2018 U6 - http://nbn-resolving.de/urn/resolver.pl?urn:nbn:de:kobv:517-opus4-412097 IS - 440 ER - TY - JOUR A1 - Kucian, Karin A1 - Zuber, Isabelle A1 - Kohn, Juliane A1 - Poltz, Nadine A1 - Wyschkon, Anne A1 - Esser, Günter A1 - von Aster, Michael G. T1 - Relation Between Mathematical Performance, Math Anxiety, and Affective Priming in Children With and Without Developmental Dyscalculia JF - Frontiers in psychology N2 - Many children show negative emotions related to mathematics and some even develop mathematics anxiety. The present study focused on the relation between negative emotions and arithmetical performance in children with and without developmental dyscalculia (DD) using an affective priming task. Previous findings suggested that arithmetic performance is influenced if an affective prime precedes the presentation of an arithmetic problem. In children with DD specifically, responses to arithmetic operations are supposed to be facilitated by both negative and mathematics-related primes (= negative math priming effect). We investigated mathematical performance, math anxiety, and the domain-general abilities of 172 primary school children (76 with DD and 96 controls). All participants also underwent an affective priming task which consisted of the decision whether a simple arithmetic operation (addition or subtraction) that was preceded by a prime (positive/negative/neutral or mathematics-related) was true or false. Our findings did not reveal a negative math priming effect in children with DD. Furthermore, when considering accuracy levels, gender, or math anxiety, the negative math priming effect could not be replicated. However, children with DD showed more math anxiety when explicitly assessed by a specific math anxiety interview and showed lower mathematical performance compared to controls. Moreover, math anxiety was equally present in boys and girls, even in the earliest stages of schooling, and interfered negatively with performance. In conclusion, mathematics is often associated with negative emotions that can be manifested in specific math anxiety, particularly in children with DD. Importantly, present findings suggest that in the assessed age group, it is more reliable to judge math anxiety and investigate its effects on mathematical performance explicitly by adequate questionnaires than by an affective math priming task. KW - developmental dyscalculia KW - mathematics KW - affective priming KW - calculation KW - arithmetic KW - anxiety KW - gender KW - children Y1 - 2018 U6 - https://doi.org/10.3389/fpsyg.2018.00263 SN - 1664-1078 VL - 9 PB - Frontiers Research Foundation CY - Lausanne ER - TY - GEN A1 - Kucian, Karin A1 - Zuber, Isabelle A1 - Kohn, Juliane A1 - Poltz, Nadine A1 - Wyschkon, Anne A1 - Esser, Günter A1 - von Aster, Michael G. T1 - Relation between mathematical performance, math anxiety, and affective priming in children with and without developmental dyscalculia T2 - Postprints der Universität Potsdam : Humanwissenschaftliche Reihe N2 - Many children show negative emotions related to mathematics and some even develop mathematics anxiety. The present study focused on the relation between negative emotions and arithmetical performance in children with and without developmental dyscalculia (DD) using an affective priming task. Previous findings suggested that arithmetic performance is influenced if an affective prime precedes the presentation of an arithmetic problem. In children with DD specifically, responses to arithmetic operations are supposed to be facilitated by both negative and mathematics-related primes (= negative math priming effect). We investigated mathematical performance, math anxiety, and the domain-general abilities of 172 primary school children (76 with DD and 96 controls). All participants also underwent an affective priming task which consisted of the decision whether a simple arithmetic operation (addition or subtraction) that was preceded by a prime (positive/negative/neutral or mathematics-related) was true or false. Our findings did not reveal a negative math priming effect in children with DD. Furthermore, when considering accuracy levels, gender, or math anxiety, the negative math priming effect could not be replicated. However, children with DD showed more math anxiety when explicitly assessed by a specific math anxiety interview and showed lower mathematical performance compared to controls. Moreover, math anxiety was equally present in boys and girls, even in the earliest stages of schooling, and interfered negatively with performance. In conclusion, mathematics is often associated with negative emotions that can be manifested in specific math anxiety, particularly in children with DD. Importantly, present findings suggest that in the assessed age group, it is more reliable to judge math anxiety and investigate its effects on mathematical performance explicitly by adequate questionnaires than by an affective math priming task. T3 - Zweitveröffentlichungen der Universität Potsdam : Humanwissenschaftliche Reihe - 684 KW - developmental dyscalculia KW - mathematics KW - affective priming KW - calculation KW - arithmetic KW - anxiety KW - gender KW - children Y1 - 2020 U6 - http://nbn-resolving.de/urn/resolver.pl?urn:nbn:de:kobv:517-opus4-460671 SN - 1866-8364 IS - 684 ER - TY - JOUR A1 - Ronasi, Golnoush A1 - Fischer, Martin H. A1 - Zimmermann, Malte T1 - Language and Arithmetic BT - a failure to find cross cognitive domain semantic priming between exception phrases and subtraction or addition JF - Frontiers in psychology N2 - We examined cross-domain semantic priming effects between arithmetic and language. We paired subtractions with their linguistic equivalent, exception phrases (EPs) with positive quantifiers (e.g., "everybody except John") while pairing additions with their own linguistic equivalent, EPs with negative quantifiers (e.g., "nobody except John"; Moltmann, 1995). We hypothesized that EPs with positive quantifiers prime subtractions and inhibit additions while EPs with negative quantifiers prime additions and inhibit subtractions. Furthermore, we expected similar priming and inhibition effects from arithmetic into semantics. Our design allowed for a bidirectional analysis by using one trial's target as the prime for the next trial. Two experiments failed to show significant priming effects in either direction. Implications and possible shortcomings are explored in the general discussion. KW - cross-domain priming KW - language KW - arithmetic KW - information integration KW - cognitive module Y1 - 2018 U6 - https://doi.org/10.3389/fpsyg.2018.01524 SN - 1664-1078 VL - 9 PB - Frontiers Research Foundation CY - Lausanne ER - TY - JOUR A1 - Ronasi, Golnoush A1 - Fischer, Martin H. A1 - Zimmermann, Malte T1 - Language and Arithmetic BT - A Failure to Find Cross Cognitive Domain Semantic Priming Between Exception Phrases and Subtraction or Addition JF - Frontiers in Psychology N2 - We examined cross-domain semantic priming effects between arithmetic and language. We paired subtractions with their linguistic equivalent, exception phrases (EPs) with positive quantifiers (e.g., “everybody except John”) while pairing additions with their own linguistic equivalent, EPs with negative quantifiers (e.g., “nobody except John”; Moltmann, 1995). We hypothesized that EPs with positive quantifiers prime subtractions and inhibit additions while EPs with negative quantifiers prime additions and inhibit subtractions. Furthermore, we expected similar priming and inhibition effects from arithmetic into semantics. Our design allowed for a bidirectional analysis by using one trial's target as the prime for the next trial. Two experiments failed to show significant priming effects in either direction. Implications and possible shortcomings are explored in the general discussion. KW - cross-domain priming KW - language KW - arithmetic KW - information integration KW - cognitive module Y1 - 2018 U6 - https://doi.org/10.3389/fpsyg.2018.01524 SN - 1664-1078 VL - 9 SP - 1 EP - 12 PB - Frontiers Research Foundation CY - Lausanne ER - TY - GEN A1 - Ronasi, Golnoush A1 - Fischer, Martin H. A1 - Zimmermann, Malte T1 - Language and Arithmetic BT - A Failure to Find Cross Cognitive Domain Semantic Priming Between Exception Phrases and Subtraction or Addition T2 - Postprints der Universität Potsdam : Humanwissenschaftliche Reihe N2 - We examined cross-domain semantic priming effects between arithmetic and language. We paired subtractions with their linguistic equivalent, exception phrases (EPs) with positive quantifiers (e.g., “everybody except John”) while pairing additions with their own linguistic equivalent, EPs with negative quantifiers (e.g., “nobody except John”; Moltmann, 1995). We hypothesized that EPs with positive quantifiers prime subtractions and inhibit additions while EPs with negative quantifiers prime additions and inhibit subtractions. Furthermore, we expected similar priming and inhibition effects from arithmetic into semantics. Our design allowed for a bidirectional analysis by using one trial's target as the prime for the next trial. Two experiments failed to show significant priming effects in either direction. Implications and possible shortcomings are explored in the general discussion. T3 - Zweitveröffentlichungen der Universität Potsdam : Humanwissenschaftliche Reihe - 469 KW - cross-domain priming KW - language KW - arithmetic KW - information integration KW - cognitive module Y1 - 2018 U6 - http://nbn-resolving.de/urn/resolver.pl?urn:nbn:de:kobv:517-opus4-417278 IS - 469 ER - TY - THES A1 - Poltz, Nadine T1 - Die Entwicklung numerisch-mathematischer Fertigkeiten im Vorschulalter T1 - Spontaneous focusing on numerosity and the development of mathematical skills in kindergarten BT - Evaluation der besonderen Rolle der spontanen Fokussierung auf Anzahligkeit N2 - Wie stark eine Person in ihrer alltäglichen Umgebung auf Anzahlen achtet (Spontane Fokussierung auf Anzahligkeit, kurz SFON) ist individuell sehr unterschiedlich. Zwar liegen bereits hinreichende Belege für einen Zusammenhang zwischen SFON und Zählfertigkeiten, Subitizing und basalen sowie höheren arithmetischen Fertigkeiten im Kindergarten und der frühen Grundschulzeit vor, die Einordnung der relativen Bedeutsamkeit von SFON gegenüber bereits bekannten und gut belegten Prädiktoren fehlt jedoch. Daneben lag der bisherige Schwerpunkt vorrangig auf Zählfertigkeiten. Offen bleiben die Kompetenzen des Kindes in der Mengenerfassung und -verarbeitung sowie die bereits im Vorschulalter vorhandene Kenntnis arabischer Ziffern. Die Daten dieser Arbeit wurden im Rahmen einer großen epidemiologischen Studie (SCHUES) erhoben. Eine Stichprobe von 1868 Kindergartenkindern (964 Jungen und 904 Mädchen) konnte zwölf Monate vor ihrem Schuleintritt erstmalig untersucht werden. Die Kinder waren hier im Mittel 63 Monate alt. 1704 Kinder konnten erneut rund neun Monate später (im Mittel drei Monate vor Schulbeginn) getestet werden. Das mittlere Alter der Kinder lag bei 72 Monaten. Die erfassten numerisch-mathematischen Fertigkeiten lassen sich in drei Teilbereiche gliedern: Zählfertigkeiten, Ziffernkenntnis und Rechnen/Mengenerfassung. Daneben wurden SFON, die nonverbale und verbale Intelligenz, die phonologische Schleife, der visuell-räumliche Notizblock sowie die zentrale Exekutive und die Aufmerksamkeit zu beiden Messzeitpunkten erhoben. Die SFON-Tendenz zeigte eine mäßige, numerisch-mathematische Fertigkeiten eine mäßige bis hohe Stabilität über die Zeit. Der an bisher deutlich kleineren Stichproben gefundene Zusammenhang zwischen der SFON-Tendenz und den numerisch-mathematischen Fertigkeiten konnte in der vorliegenden Arbeit repliziert werden. Eine Vorhersage auffälliger als auch sehr guter numerisch-mathematischer Leistungen gelang jedoch weder quer- noch längsschnittlich mit ausreichend hoher Genauigkeit. Auch der bereits in der Literatur beschriebene reziproke Zusammenhang zwischen SFON und numerisch-mathematischen Fertigkeiten konnte durch die vorliegende Arbeit an einer großen Stichprobe repliziert werden. Darüber hinaus wurden Hinweise auf die kausale Struktur des Zusammenhangs gewonnen: Die Ergebnisse zeigten, dass numerisch-mathematische Fertigkeiten SFON besser vorhersagen konnten als andersherum. Die Ergebnisse der Pfadanalysen zeigten weiterhin, dass SFON neben den bedeutsamen Konstrukten des Arbeitsgedächtnisses, der Intelligenz und der Aufmerksamkeit einen eigenständigen Beitrag für die Entwicklung numerischer als auch mathematischer Fertigkeiten leistet. Auch auf die weitere numerische und mathematische Entwicklung bis kurz vor Schuleintritt hat SFON einen bedeutsamen Einfluss. Dieser vollzieht sich jedoch indirekt über das numerisch-mathematische Vorwissen. N2 - Children differ in how much they spontaneously focus on numerical aspects (SFON) of their environment. This spontaneous tendency has been found to be positive related to enumeration, subitizing, number sequence skills and basic arithmetic. The aim of the current study was to explore the relationship between SFON and numerical and arithmetical skills, subdivided into counting, transcoding of different types of numbers and calculating/quantities over a nine months period before entering school. Furthermore, I sought to investigate the relevance of SFON to the numerical development in consideration of other well known predictors. The current study is based on a large epidemiological study (called SCHUES). 1868 children (964 boys and 904 girls) were tested twelve months before entering school. The mean age of the children was 63 months. 1704 children were tested twice with an interval of approximately nine months. The mean age of the children was 73 months. The numerical tasks were merged into three factors: counting skills, transcoding of different types of numbers and calculating/quantity. In addition, general cognitive ability (nonverbal and verbal intelligence), working memory (central executive, phonological loop and visual spatial sketchpad), attention and SFON were assessed individually at both assessment points. SFON showed a moderate, the three numerical measures a high stability over the nine months period. The correlations between the three scores of numerical abilities and SFON were low to moderate, as were the reciprocal correlations. These findings replicate previous results. Furthermore, the reciprocal correlations indicate a stronger connection between SFON and numerical abilities than the other way around. In addition the results showed, that SFON did neither proof as a predictor of children at risk nor as a predictor of children with high numerical skills. To consider the predictive value of SFON under consideration of other well known predictors, path analysis models were conducted. The positive relationship between SFON and the three numerical measures twelve months before entering school could not be explained by general cognitive ability, working memory and attention. Furthermore, SFON proofed to be an indirect predictor of later numerical achievement. KW - SFON KW - Zählen KW - Rechnen KW - Entwicklung KW - Kindergarten KW - SFON KW - enumeration KW - arithmetic KW - children KW - development Y1 - 2018 ER -