Jon M. Fincham

Follow

Generating author description...

All published works
Action Title Year Authors
+ PDF Chat When math operations have visuospatial meanings versus purely symbolic definitions: Which solving stages and brain regions are affected? 2017 Aryn Pyke
Jon M. Fincham
John R. Anderson
+ PDF Chat Phases of learning: How skill acquisition impacts cognitive processing 2016 Caitlin Tenison
Jon M. Fincham
John R. Anderson
+ Learning From Examples Versus Verbal Directions in Mathematical Problem Solving 2015 Hee Seung Lee
Jon M. Fincham
John R. Anderson
+ PDF Chat End effects and cross-dimensional interference in identification of time and length: Evidence for a common memory mechanism 2015 Jung Aa Moon
Jon M. Fincham
Shawn Betts
John R. Anderson
+ Visuospatial referents facilitate the learning and transfer of mathematical operations: Extending the role of the angular gyrus 2014 Aryn Pyke
Shawn Betts
Jon M. Fincham
John R. Anderson
+ Extending problem-solving procedures through reflection 2014 John R. Anderson
Jon M. Fincham
+ An fMRI investigation of instructional guidance in mathematical problem solving 2014 Hee Seung Lee
Jon M. Fincham
Shawn Betts
John R. Anderson
+ Discovering the structure of mathematical problem solving 2014 John R. Anderson
Hee Seung Lee
Jon M. Fincham
+ Detecting math problem solving strategies: An investigation into the use of retrospective self-reports, latency and fMRI data 2013 Caitlin Tenison
Jon M. Fincham
John R. Anderson
+ PDF Chat Brain Networks Supporting Execution of Mathematical Skills versus Acquisition of New Mathematical Competence 2012 Samuel Wintermute
Shawn Betts
Jennifer L. Ferris
Jon M. Fincham
John R. Anderson
+ Cognitive and metacognitive activity in mathematical problem solving: prefrontal and parietal patterns 2010 John R. Anderson
Shawn Betts
Jennifer L. Ferris
Jon M. Fincham
+ PDF Chat A central circuit of the mind 2008 John R. Anderson
Jon M. Fincham
Yulin Qin
Andrea Stocco
+ Word Puzzles Produce Distinct Patterns of Activation in the Ventrolateral Prefrontal Cortex and Anterior Cingulate Cortex 2008 John R. Anderson
John F. Anderson
Jennifer L. Ferris
Jon M. Fincham
Kwan‐Jin Jung
+ Traveling the Second Bridge: Using fMRI to Assess an ACT-R Model of Geometry Proof 2008 Yvonne Kao
Scott Douglass
Jon M. Fincham
John R. Anderson
+ An fMRI study of the neural correlates of performance and learning in an algebraic isomorph task 2007 John R. Anderson
Jon M. Fincham
+ Tracing Problem Solving in Real Time: fMRI Analysis of the Subject-paced Tower of Hanoi 2005 John R. Anderson
Mark V. Albert
Jon M. Fincham
+ The role of examples and rules in the acquisition of a cognitive skill. 1997 John R. Anderson
Jon M. Fincham
Scott L. Douglass
Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ PDF Chat THREE PARIETAL CIRCUITS FOR NUMBER PROCESSING 2003 Stanislas Dehaene
Manuela Piazza
Philippe Pinel
Laurent Cohen
12
+ Human Symbol Manipulation Within an Integrated Cognitive Architecture 2005 John R. Anderson
10
+ The change of the brain activation patterns as children learn algebra equation solving 2004 Yulin Qin
Cameron S. Carter
Eli Silk
V. Andrew Stenger
Kate Fissell
Adam Goode
John R. Anderson
8
+ PDF Chat Behavioral equivalence, but not neural equivalence—neural evidence of alternative strategies in mathematical thinking 2004 Myeong-Ho Sohn
Adam Goode
Kenneth R. Koedinger
V. Andrew Stenger
Kate Fissell
Cameron S. Carter
John R. Anderson
7
+ Cognitive and metacognitive activity in mathematical problem solving: prefrontal and parietal patterns 2010 John R. Anderson
Shawn Betts
Jennifer L. Ferris
Jon M. Fincham
7
+ Dissociating Prefrontal and Parietal Cortex Activation during Arithmetic Processing 2000 Vinod Menon
Susan M. Rivera
Christopher D. White
Gary H. Glover
Allan L. Reiss
6
+ PDF Chat Are numbers special? An overview of chronometric, neuroimaging, developmental and comparative studies of magnitude representation 2007 Roi Cohen Kadosh
Jan Lammertyn
VĂ©ronique Izard
6
+ The roles of prefrontal and posterior parietal cortex in algebra problem solving: A case of using cognitive modeling to inform neuroimaging data 2007 Jared F. Danker
John R. Anderson
6
+ The number sense: how the mind creates mathematics 1998 Stanislas Dehaene
5
+ Discrete and analogue quantity processing in the parietal lobe: A functional MRI study 2006 Fulvia Castelli
Daniel E. Glaser
Brian Butterworth
5
+ Errors of mathematical processing: The relationship of accuracy to neural regions associated with retrieval or representation of the problem state 2008 Susan M. Ravizza
John R. Anderson
Cameron S. Carter
5
+ PDF Chat Brain Networks Supporting Execution of Mathematical Skills versus Acquisition of New Mathematical Competence 2012 Samuel Wintermute
Shawn Betts
Jennifer L. Ferris
Jon M. Fincham
John R. Anderson
5
+ Cerebral Pathways for Calculation: Double Dissociation between Rote Verbal and Quantitative Knowledge of Arithmetic 1997 Stanislas Dehaene
Laurent Cohen
5
+ PDF Chat Neural correlates of arithmetic calculation strategies 2009 Miriam Rosenberg‐Lee
Marsha C. Lovett
John R. Anderson
5
+ PDF Chat Functional and Structural Alterations of the Intraparietal Sulcus in a Developmental Dyscalculia of Genetic Origin 2003 Nicolas Molko
Arnaud Cachia
Denis RiviĂšre
Jean‐François Mangin
Marie Bruandet
Denis Le Bihan
Laurent Cohen
Stanislas Dehaene
5
+ PDF Chat Integral calculus problem solving: an fMRI investigation 2008 Frank Krueger
Maria Vittoria Spampinato
Matteo Pardini
Sinisa Pajevic
Jacqueline Wood
George H. Weiss
Steffen Landgraf
Jordan Grafman
5
+ PDF Chat A Supramodal Number Representation in Human Intraparietal Cortex 2003 Evelyn Eger
Philipp Sterzer
Michael O. Russ
Anne‐Lise Giraud
Andreas Kleinschmidt
4
+ Tuning Curves for Approximate Numerosity in the Human Intraparietal Sulcus 2004 Manuela Piazza
VĂ©ronique Izard
Philippe Pinel
Denis Le Bihan
Stanislas Dehaene
4
+ An fMRI investigation of instructional guidance in mathematical problem solving 2014 Hee Seung Lee
Jon M. Fincham
Shawn Betts
John R. Anderson
4
+ The Number Sense: How the Mind Creates Mathematics. 1998 Reuben Hersh
Stanislas Dehaene
4
+ PDF Chat The Priming Method: Imaging Unconscious Repetition Priming Reveals an Abstract Representation of Number in the Parietal Lobes 2001 Lionel Naccache
4
+ Sources of Mathematical Thinking: Behavioral and Brain-Imaging Evidence 1999 Stanislas Dehaene
Elizabeth S. Spelke
Philippe Pinel
R Stănescu
Sanna Tsivkin
3
+ The Mental Number Line and the Human Angular Gyrus 2001 Silke M. Göbel
Vincent Walsh
Matthew F. S. Rushworth
3
+ PDF Chat The role of the angular gyrus in the modulation of visuospatial attention by the mental number line 2008 Zaira Cattaneo
Juha Silvanto
A. Pascual–Leone
Lorella Battelli
3
+ PDF Chat The function of the left angular gyrus in mental arithmetic: Evidence from the associative confusion effect 2011 Roland H. Grabner
Daniel Ansari
Karl Koschutnig
Gernot Reishofer
Franz Ebner
3
+ Tracing Problem Solving in Real Time: fMRI Analysis of the Subject-paced Tower of Hanoi 2005 John R. Anderson
Mark V. Albert
Jon M. Fincham
3
+ PDF Chat Calculation difficulties in children of very low birthweight: A neural correlate 2001 Elizabeth Isaacs
3
+ Empirical validation of the triple-code model of numerical processing for complex math operations using functional MRI and group Independent Component Analysis of the mental addition and subtraction of fractions 2004 Vincent J. Schmithorst
Rhonda Douglas Brown
3
+ Is 2+2=4? Meta-analyses of brain areas needed for numbers and calculations 2010 Marie Arsalidou
Margot J. Taylor
3
+ To retrieve or to calculate? Left angular gyrus mediates the retrieval of arithmetic facts during problem solving 2008 Roland H. Grabner
Daniel Ansari
Karl Koschutnig
Gernot Reishofer
Franz Ebner
Christa Neuper
3
+ PDF Chat Distributed and Overlapping Cerebral Representations of Number, Size, and Luminance during Comparative Judgments 2004 Philippe Pinel
Manuela Piazza
Denis Le Bihan
Stanislas Dehaene
3
+ Mathematical Skills in Ninth-graders: Relationship with visuo-spatial abilities and working memory 2001 Minna Reuhkala
2
+ Conceptual and procedural knowledge of mathematics: Does one lead to the other? 1999 Bethany Rittle‐Johnson
Martha W. Alibali
2
+ Numerical Magnitude Representations Influence Arithmetic Learning 2008 Julie L. Booth
Robert S. Siegler
2
+ The Relationship of Three Cortical Regions to an Information-Processing Model 2004 John R. Anderson
Yulin Qin
V. Andrew Stenger
Cameron S. Carter
2
+ Working memory deficits in children with low achievements in the national curriculum at 7 years of age 2000 Susan E. Gathercole
Susan J. Pickering
2
+ Mathematically gifted adolescents use more extensive and more bilateral areas of the fronto-parietal network than controls during executive functioning and fluid reasoning tasks 2011 Manuel Desco
Francisco J. Navas‐Sánchez
Javier Sánchez‐González
Santiago Reig
Olalla Robles
Carolina Franco
Juan A. Guzmán‐De‐Villoria
P. García‐Barreno
Celso Arango
2
+ Developing conceptual understanding and procedural skill in mathematics: An iterative process. 2001 Bethany Rittle‐Johnson
Robert S. Siegler
Martha W. Alibali
2
+ Selection of procedures in mental addition: Reassessing the problem size effect in adults. 1996 Jo‐Anne LeFevre
Gregory S. Sadesky
Jeffrey Bisanz
2
+ PDF Chat Individual differences in solving arithmetic word problems 2013 Sabrina Zarnhofer
Verena Braunstein
Franz Ebner
Karl Koschutnig
Christa Neuper
Manuel Ninaus
Gernot Reishofer
Anja Ischebeck
2
+ Number games, magnitude representation, and basic number skills in preschoolers. 2008 Jemma Catherine Whyte
Rebecca Bull
2
+ Learning complex arithmetic—an fMRI study 2003 Margarete Delazer
Frank Domahs
L. Bartha
Christian Brenneis
Aliette Lochy
Thomas Trieb
Thomas Benke
2
+ Some factors underlying mathematical performance: The role of visuospatial working memory and non-verbal intelligence 2008 Minna KyttÀlÀ
Juhani Lehto
2
+ Effects of development and enculturation on number representation in the brain 2008 Daniel Ansari
2
+ Experiments and Relational Studies in Problem Solving: A Meta-Analysis 1992 Ray Hembree
2
+ Extending problem-solving procedures through reflection 2014 John R. Anderson
Jon M. Fincham
2
+ Discovering the structure of mathematical problem solving 2014 John R. Anderson
Hee Seung Lee
Jon M. Fincham
2
+ Solving Algebra and Other Story Problems with Simple Diagrams: A Method Demonstrated in Grade 4-6 Texts Used in Singapore 2004 Sybilla Beckmann
2
+ PDF Chat Learning and transfer: Instructional conditions and conceptual change 1991 Michelle Perry
2
+ Concretising Factorisation of Quadratic Expressions 2010 Leong Yew Hoong
Yap Sook Fwe
Teo Mei Lin Yvonne
Thilagam d Subramaniam
Irni Karen Bte Mohd Zaini
Quek Eng Chiew
Tan Kang Ling Karen
2