Electronic Poster Session: Functional MRI (Neuro) - fMRI Methods: no. 3930Modern neuroimaging techniques, especially fMRI, have advanced our understanding of the neuroanatomical basis of cognitive processes such as mental arithmetic. Most studies so far only attempted to relate individual activated regions with specific processes. However, the neural activation within a given region may reflect the summation of multiple distinct networks that carry different functional purposes. By combining general linear model (GLM) and independent components analysis (ICA) into contributive source analysis (CSA), this study aimed to test the hypothesis that multiple functional networks engage in simple mental task of single-digit multiplication and contr...
Numerical cognition is a case of multi-modular and distributed cerebral processing. So far neither t...
The neuronal mechanisms underlying arithmetic calculations are not well understood but the differenc...
Using neuroimaging as a lens through which to understand numerical and mathematical cognition has pr...
Arithmetic knowledge are composed of several components, including procedural skill which are simple...
BACKGROUND AND PURPOSE: Current models of brain function propose that number processing involves the...
Mental calculation is a complex cognitive operation that is composed of a set of distinct functional...
This study compared the patterns of brain activation elicited by single-digit addition and multiplic...
International audienceCortical activation during arithmetic calculation (silent subtraction by seven...
This study compared the patterns of brain activation elicited by single-digit addition and multiplic...
To explore brain areas involved in basic numerical computation, functional magnetic imaging (fMRI) s...
To explore brain areas involved in basic numerical computation, functional magnetic imaging (fMRI) s...
Aim of the present functional magnet resonance imaging (fMRI) study was to detect modifications of c...
The history of mathematics provides several examples of the use of fingers to count or calculate. Th...
EEG and fMRI recordings measure the functional activity of multiple coherent networks distributed in...
peer reviewedAim of the present functional magnet resonance imaging (fMRI) study was to detect modif...
Numerical cognition is a case of multi-modular and distributed cerebral processing. So far neither t...
The neuronal mechanisms underlying arithmetic calculations are not well understood but the differenc...
Using neuroimaging as a lens through which to understand numerical and mathematical cognition has pr...
Arithmetic knowledge are composed of several components, including procedural skill which are simple...
BACKGROUND AND PURPOSE: Current models of brain function propose that number processing involves the...
Mental calculation is a complex cognitive operation that is composed of a set of distinct functional...
This study compared the patterns of brain activation elicited by single-digit addition and multiplic...
International audienceCortical activation during arithmetic calculation (silent subtraction by seven...
This study compared the patterns of brain activation elicited by single-digit addition and multiplic...
To explore brain areas involved in basic numerical computation, functional magnetic imaging (fMRI) s...
To explore brain areas involved in basic numerical computation, functional magnetic imaging (fMRI) s...
Aim of the present functional magnet resonance imaging (fMRI) study was to detect modifications of c...
The history of mathematics provides several examples of the use of fingers to count or calculate. Th...
EEG and fMRI recordings measure the functional activity of multiple coherent networks distributed in...
peer reviewedAim of the present functional magnet resonance imaging (fMRI) study was to detect modif...
Numerical cognition is a case of multi-modular and distributed cerebral processing. So far neither t...
The neuronal mechanisms underlying arithmetic calculations are not well understood but the differenc...
Using neuroimaging as a lens through which to understand numerical and mathematical cognition has pr...