What does EEG tell us about arithmetic strategies? A review.

[1]  Matthew Inglis,et al.  The Development of Arithmetic Skills , 2018 .

[2]  P. Wojtkowski Temporal Dynamics , 2017, Encyclopedia of GIS.

[3]  Age-Related Differences in Plausibility-Checking Strategies During Arithmetic Problem Verification Tasks. , 2016, The journals of gerontology. Series B, Psychological sciences and social sciences.

[4]  P. Lemaire Cognitive Aging: The Role of Strategies , 2016 .

[5]  N. Phillips,et al.  Aging and sequential modulations of poorer strategy effects: An EEG study in arithmetic problem solving , 2016, Brain Research.

[6]  Marina Schmid,et al.  An Introduction To The Event Related Potential Technique , 2016 .

[7]  S. Dufau,et al.  How Do We Choose among Strategies to Accomplish Cognitive Tasks? Evidence from Behavioral and Event-Related Potential Data in Arithmetic Problem Solving. , 2015 .

[8]  P. Macizo,et al.  Simple arithmetic: evidence of an inhibitory mechanism to select arithmetic facts , 2014, Psychological Research.

[9]  D. Szűcs,et al.  Separating stages of arithmetic verification: An ERP study with a novel paradigm , 2015, Neuropsychologia.

[10]  P. Lemaire,et al.  Numerical Cognition during Cognitive Aging , 2015 .

[11]  W. Skrandies,et al.  Brain activity and learning of mathematical rules—Effects on the frequencies of EEG , 2015, Brain Research.

[12]  Joseph C. Griffis,et al.  Alpha Rhythm and the Default Mode Network: An EEG-fMRI Study (P6.021) , 2015 .

[13]  Jan R. Wessel,et al.  It's not too late: the onset of the frontocentral P3 indexes successful response inhibition in the stop-signal paradigm. , 2015, Psychophysiology.

[14]  S. Dufau,et al.  Strategy combination in human cognition: a behavioral and ERP study in arithmetic , 2015, Psychonomic bulletin & review.

[15]  B. Meier,et al.  Age affects the adjustment of cognitive control after a conflict: evidence from the bivalency effect , 2015, Neuropsychology, development, and cognition. Section B, Aging, neuropsychology and cognition.

[16]  Ann Dowker,et al.  The Oxford Handbook of Numerical Cognition , 2015 .

[17]  Giovanni Galfano,et al.  Dissociation between arithmetic relatedness and distance effects is modulated by task properties: An ERP study comparing explicit vs. implicit arithmetic processing , 2014, Biological Psychology.

[18]  S. Dufau,et al.  Sequential modulations of poorer-strategy effects during strategy execution: An event-related potential study in arithmetic , 2014, Brain and Cognition.

[19]  Lieven Lagae,et al.  The arithmetic problem size effect in children: an event-related potential study , 2014, Front. Hum. Neurosci..

[20]  W. Notebaert,et al.  The heterogeneous world of congruency sequence effects: an update , 2014, Front. Psychol..

[21]  Peter E. Clayson,et al.  Making sense of all the conflict: a theoretical review and critique of conflict-related ERPs. , 2014, International journal of psychophysiology : official journal of the International Organization of Psychophysiology.

[22]  Patrick Lemaire,et al.  Effects of strategy sequences and response–stimulus intervals on children’s strategy selection and strategy execution: A study in computational estimation , 2013, Psychological Research.

[23]  P. Lemaire,et al.  Strategy repetition in young and older adults: a study in arithmetic. , 2014, Developmental psychology.

[24]  B. Gold,et al.  Conflict adaptation in prefrontal cortex: Now you see it, now you don't , 2014, Cortex.

[25]  P. Lemaire,et al.  Age-related differences in sequential modulations of poorer-strategy effects. , 2014, Experimental psychology.

[26]  M. I. Núñez-Peña,et al.  Mathematical anxiety effects on simple arithmetic processing efficiency: An event-related potential study , 2013, Biological Psychology.

[27]  Nigel H. Lovell,et al.  Estimating cognitive workload using wavelet entropy-based features during an arithmetic task , 2013, Comput. Biol. Medicine.

[28]  Fabio Babiloni,et al.  A Graph Theoretical Approach to Study the Organization of the Cortical Networks during Different Mathematical Tasks , 2013, PloS one.

[29]  Pierre Barrouillet,et al.  On the problem-size effect in small additions: Can we really discard any counting-based account? , 2013, Cognition.

[30]  P. Lemaire,et al.  Effects of execution duration on within-item strategy switching in young and older adults , 2013 .

[31]  Y. Stern,et al.  The Influence of Cognitive Reserve on Strategy Selection in Normal Aging , 2013, Journal of the International Neuropsychological Society.

[32]  P. Lemaire,et al.  Strategy sequential difficulty effects vary with working-memory and response-stimulus-intervals: a study in arithmetic. , 2013, Acta psychologica.

[33]  The N3 is sensitive to odd–even congruency information in arithmetic fact retrieval , 2013, Experimental Brain Research.

[34]  P. Lemaire,et al.  Strategy sequential difficulty effects in Alzheimer patients: A study in arithmetic , 2013, Journal of clinical and experimental neuropsychology.

[35]  M. Fayol,et al.  The use of the operand-recognition paradigm for the study of mental addition in older adults. , 2013, The journals of gerontology. Series B, Psychological sciences and social sciences.

[36]  Patrick Lemaire,et al.  The time course of strategy sequential difficulty effects: an ERP study in arithmetic , 2012, Experimental Brain Research.

[37]  P. Onghena,et al.  The Effect of Single Versus Repeated Previous Strategy Use on Individuals' Subsequent Strategy Choice , 2012 .

[38]  Stephen B Gilbert,et al.  The temporal dynamics of medial and lateral frontal neural activity related to proactive cognitive control , 2012, Neuropsychologia.

[39]  Roland H. Grabner,et al.  Oscillatory EEG Correlates of Arithmetic Strategies: A Training Study , 2012, Front. Psychology.

[40]  Donna Coch,et al.  ERPs across arithmetic operations in a delayed answer verification task. , 2012, Psychophysiology.

[41]  Jamie I. D. Campbell,et al.  Interoperation transfer in Chinese–English bilinguals’ arithmetic , 2012, Psychonomic bulletin & review.

[42]  Catherine Thevenot,et al.  The use of procedural knowledge in simple addition and subtraction problems , 2012, Cognition.

[43]  P. Lemaire,et al.  Within-item strategy switching: an age comparative study in adults. , 2012, Psychology and aging.

[44]  Patrick Lemaire,et al.  Sequential difficulty effects during strategy execution. , 2012, Experimental psychology.

[45]  Xiaolin Yu,et al.  Estimating the cortex and autonomic nervous activity during a mental arithmetic task , 2012, Biomed. Signal Process. Control..

[46]  Macarena Suárez-Pellicioni,et al.  Processing false solutions in additions: differences between high- and lower-skilled arithmetic problem-solvers , 2012, Experimental Brain Research.

[47]  K. Tennal,et al.  Eating breakfast enhances the efficiency of neural networks engaged during mental arithmetic in school-aged children , 2011, Physiology & Behavior.

[48]  Jamie I. D. Campbell,et al.  Retrieval-induced forgetting of arithmetic facts. , 2012, Journal of Experimental Psychology. Learning, Memory and Cognition.

[49]  C. Umilta,et al.  Neurophysiological markers of retrieval-induced forgetting in multiplication fact retrieval. , 2011, Psychophysiology.

[50]  Xinlin Zhou Operation-specific encoding in single-digit arithmetic , 2011, Brain and Cognition.

[51]  Da-jun Zhang,et al.  N170 effects during exact and approximate calculation tasks: an ERP study , 2011, Neuroreport.

[52]  M. I. Núñez-Peña,et al.  Individual differences in arithmetic skill reflected in event-related brain potentials. , 2011, International journal of psychophysiology : official journal of the International Organization of Psychophysiology.

[53]  Bert De Smedt,et al.  Neurophysiological evidence for the validity of verbal strategy reports in mental arithmetic , 2011, Biological Psychology.

[54]  E. T. Muluh,et al.  High resolution event-related potentials analysis of the arithmetic-operation effect in mental arithmetic , 2011, Clinical Neurophysiology.

[55]  Nachshon Meiran,et al.  Cognitive rigidity in unipolar depression and obsessive compulsive disorder: Examination of task switching, Stroop, working memory updating and post-conflict adaptation , 2011, Psychiatry Research.

[56]  Frank Rösler,et al.  Frontal and parietal contributions to arithmetic fact retrieval: A parametric analysis of the problem‐size effect , 2011, Human brain mapping.

[57]  P. Onghena,et al.  Strategy switch cost in mathematical thinking: Empirical evidence for its existence and importance , 2011 .

[58]  Kara D. Federmeier,et al.  Thirty years and counting: finding meaning in the N400 component of the event-related brain potential (ERP). , 2011, Annual review of psychology.

[59]  P. Onghena,et al.  The Influence of Previous Strategy Use on Individuals' Subsequent Strategy Choice: Findings from a Numerosity Judgement Task , 2010 .

[60]  P. Lemaire Cognitive Strategy Variations During Aging , 2010 .

[61]  S. Micheloyannis,et al.  What does delta band tell us about cognitive processes: A mental calculation study , 2010, Neuroscience Letters.

[62]  Catherine Thevenot,et al.  Mental subtraction in high- and lower skilled arithmetic problem solvers: verbal report versus operand-recognition paradigms. , 2010, Journal of experimental psychology. Learning, memory, and cognition.

[63]  A. Vandierendonck,et al.  Task switching: interplay of reconfiguration and interference control. , 2010, Psychological bulletin.

[64]  Simon Hanslmayr,et al.  Binding and inhibition in episodic memory—Cognitive, emotional, and neural processes , 2010, Neuroscience & Biobehavioral Reviews.

[65]  D. Szűcs,et al.  Event-related brain potentials to violations of arithmetic syntax represented by place value structure , 2010, Biological Psychology.

[66]  Patrick Lemaire,et al.  Strategy switch costs in arithmetic problem solving , 2010, Memory & cognition.

[67]  Xiaorong Gao,et al.  Spectra-temporal patterns underlying mental addition: An ERP and ERD/ERS study , 2010, Neuroscience Letters.

[68]  Mario Rodríguez-Camacho,et al.  Event-related potentials findings differ between children and adults during arithmetic-fact retrieval , 2010, Neuroscience Letters.

[69]  Xinlin Zhou,et al.  Event-related potentials for simple arithmetic in Arabic digits and Chinese number words: a study of the mental representation of arithmetic facts through notation and operation effects , 2009, Brain Research.

[70]  Alessandro Angrilli,et al.  Event-related brain potentials uncover activation dynamics in the lexicon of multiplication facts , 2009, Cortex.

[71]  Lieven Verschaffel,et al.  Does switching between strategies within the same task involve a cost? , 2009, British journal of psychology.

[72]  B. Butterworth,et al.  Age-independent and age–dependent neural substrate for single-digit multiplication and addition arithmetic problems , 2009, NeuroImage.

[73]  Bert De Smedt,et al.  Oscillatory EEG correlates of arithmetic strategy use in addition and subtraction , 2009, Experimental Brain Research.

[74]  Chong Zhang,et al.  Relationship between scalp potential and autonomic nervous activity during a mental arithmetic task , 2009, Autonomic Neuroscience.

[75]  Wenbo Luo,et al.  Dissociated brain potentials for two calculation strategies , 2009, Neuroreport.

[76]  William M. Perlstein,et al.  Neural time course of conflict adaptation effects on the Stroop task , 2009, Neuropsychologia.

[77]  Keiji Tanaka,et al.  Conflict-induced behavioural adjustment: a clue to the executive functions of the prefrontal cortex , 2009, Nature Reviews Neuroscience.

[78]  Keiji Tanaka,et al.  Conflict-induced behavioural adjustment: a clue to the executive functions of the prefrontal cortex , 2009, Nature Reviews Neuroscience.

[79]  M. I. Núñez-Peña Effects of training on the arithmetic problem-size effect: an event-related potential study , 2008, Experimental Brain Research.

[80]  Roberta Adorni,et al.  Orthographic familiarity, phonological legality and number of orthographic neighbours affect the onset of ERP lexical effects , 2008, Behavioral and Brain Functions.

[81]  A. Vandierendonck,et al.  Do working-memory executive components mediate the effects of age on strategy selection or on strategy execution? Insights from arithmetic problem solving , 2007, Psychological research.

[82]  K. Willmes,et al.  Neighborhood consistency in mental arithmetic: Behavioral and ERP evidence , 2007, Behavioral and Brain Functions.

[83]  M. Fayol,et al.  Retrieval or nonretrieval strategies in mental arithmetic? An operand recognition paradigm , 2007, Memory & cognition.

[84]  C. Escera,et al.  An event-related brain potential study of the arithmetic split effect. , 2007, International journal of psychophysiology : official journal of the International Organization of Psychophysiology.

[85]  André Vandierendonck,et al.  The development of strategy use in elementary school children: working memory and individual differences. , 2007, Journal of experimental child psychology.

[86]  Xinlin Zhou,et al.  Event-related potentials of single-digit addition, subtraction, and multiplication , 2006, Neuropsychologia.

[87]  Carles Escera,et al.  Problem size effect and processing strategies in mental arithmetic , 2006, Neuroreport.

[88]  G. Buzsáki Rhythms of the brain , 2006 .

[89]  Robert T. Knight,et al.  Intact Recollection Memory in High-performing Older Adults: ERP and Behavioral Evidence , 2006, Journal of Cognitive Neuroscience.

[90]  R. West,et al.  Adjustments of Cognitive Control in Younger and Older Adults , 2005, Cortex.

[91]  P. Lemaire,et al.  Arithmetic split effects reflect strategy selection: an adult age comparative study in addition comparison and verification tasks. , 2005, Canadian journal of experimental psychology = Revue canadienne de psychologie experimentale.

[92]  C. Neuper,et al.  EEG alpha band dissociation with increasing task demands. , 2005, Brain research. Cognitive brain research.

[93]  Jian Kong,et al.  The neural substrate of arithmetic operations and procedure complexity. , 2005, Brain research. Cognitive brain research.

[94]  Valéria Csépe,et al.  The effect of numerical distance and stimulus probability on ERP components elicited by numerical incongruencies in mental addition. , 2005, Brain research. Cognitive brain research.

[95]  Cornelis J. Stam,et al.  Neural networks involved in mathematical thinking: evidence from linear and non-linear analysis of electroencephalographic activity , 2005, Neuroscience Letters.

[96]  P. Lemaire,et al.  Influence of Probable Alzheimer's Disease on Multiplication Verification and Production Abstract , 2005 .

[97]  Gordon D. Logan,et al.  What everyone finds: The problem-size effect. , 2005 .

[98]  Wim Fias,et al.  Interacting neighbors: A connectionist model of retrieval in single-digit multiplication , 2005, Memory & cognition.

[99]  W. Klimesch,et al.  The functional significance of theta and upper alpha oscillations. , 2005, Experimental psychology.

[100]  Radouane El Yagoubi,et al.  Effects of Aging on Arithmetic Problem-Solving: An Event-related Brain Potential Study , 2005, Journal of Cognitive Neuroscience.

[101]  C. Umilta,et al.  Electrophysiological correlates of stimulus-driven multiplication facts retrieval , 2004, Neuropsychologia.

[102]  P. Lemaire,et al.  Aging and Mental Arithmetic , 2004 .

[103]  J. Sherman,et al.  Development of Arithmetic Skills and Knowledge in Preschool Children , 2004 .

[104]  Jamie I. D. Campbell Handbook of mathematical cognition , 2004 .

[105]  A. Friederici Event-related brain potential studies in language , 2004, Current neurology and neuroscience reports.

[106]  P. Lemaire,et al.  Adults' age-related differences in adaptivity of strategy choices: evidence from computational estimation. , 2004, Psychology and aging.

[107]  P. Lemaire,et al.  Age-related differences in arithmetic problem-verification strategies. , 2004, The journals of gerontology. Series B, Psychological sciences and social sciences.

[108]  Valéria Csépe,et al.  Access to numerical information is dependent on the modality of stimulus presentation in mental addition: a combined ERP and behavioral study. , 2004, Brain research. Cognitive brain research.

[109]  Frank Rösler,et al.  Comparing arithmetic and semantic fact retrieval: effects of problem size and sentence constraint on event-related brain potentials. , 2003, Psychophysiology.

[110]  Patrick Lemaire,et al.  Different brain mechanisms mediate two strategies in arithmetic: evidence from Event-Related brain Potentials , 2003, Neuropsychologia.

[111]  J. LeFevre,et al.  Phonological and visual working memory in mental addition , 2003, Memory & cognition.

[112]  J. Polich Detection of change : event-related potential and fMRI findings , 2003 .

[113]  Jamie I. D. Campbell,et al.  Effects of response time deadlines on adults’ strategy choices for simple addition , 2002, Memory & cognition.

[114]  R. Cabeza Hemispheric asymmetry reduction in older adults: the HAROLD model. , 2002, Psychology and aging.

[115]  André Vandierendonck,et al.  Verifying simple arithmetic sums and products: Are the phonological loop and the central executive involved? , 2001, Memory & cognition.

[116]  J. Dunlosky,et al.  Measuring strategy production during associative learning: The relative utility of concurrent versus retrospective reports , 2001, Memory & cognition.

[117]  C Masse,et al.  Do people combine the parity- and five-rule checking strategies in product verification? , 2001, Psychological research.

[118]  M. Ashcraft,et al.  Telling stories: the perils and promise of using verbal reports to study math strategies. , 2001, Journal of experimental psychology. Learning, memory, and cognition.

[119]  S. Dehaene,et al.  Understanding dissociations in dyscalculia: a brain imaging study of the impact of number size on the cerebral networks for exact and approximate calculation. , 2000, Brain : a journal of neurology.

[120]  Xiaofu Tang,et al.  Event-related potential N270 is elicited by mental conflict processing in human brain , 2000, Neuroscience Letters.

[121]  Michael C. Anderson,et al.  Retrieval-induced forgetting: Evidence for a recall-specific mechanism , 2000, Psychonomic bulletin & review.

[122]  M. Thioux,et al.  Neuroanatomical Substrates of Arabic Number Processing, Numerical Comparison, and Simple Addition: A PET Study , 2000, Journal of Cognitive Neuroscience.

[123]  Isao Hashimoto,et al.  Sequential information processing during a mental arithmetic is reflected in the time course of event-related brain potentials , 2000, Clinical Neurophysiology.

[124]  A. Baroody The roles of estimation and the commutativity principle in the development of third graders' mental multiplication. , 1999, Journal of experimental child psychology.

[125]  E. Spelke,et al.  Sources of mathematical thinking: behavioral and brain-imaging evidence. , 1999, Science.

[126]  Frank Rösler,et al.  N400 Effects Reflect Activation Spread During Retrieval of Arithmetic Facts , 1999 .

[127]  F Rösler,et al.  Processing of incongruous mental calculation problems: evidence for an arithmetic N400 effect. , 1999, Psychophysiology.

[128]  J. Pernier,et al.  ERP Manifestations of Processing Printed Words at Different Psycholinguistic Levels: Time Course and Scalp Distribution , 1999, Journal of Cognitive Neuroscience.

[129]  Jorge Bosch,et al.  Do specific EEG frequencies indicate different processes during mental calculation? , 1999, Neuroscience Letters.

[130]  L. Reder,et al.  What affects strategy selection in arithmetic? The example of parity and five effects on product verification , 1999, Memory & cognition.

[131]  Yuping Wang,et al.  Brain potentials during mental arithmetic-effects of problem difficulty on event-related brain potentials , 1999, Neuroscience Letters.

[132]  J. Dunlosky,et al.  Aging and deficits in associative memory: what is the role of strategy production? , 1998, Psychology and aging.

[133]  Stanislas Dehaene,et al.  The Time Course of Parietal Activation in Single-digit Multiplication: Evidence from Event-related Potentials , 1997 .

[134]  A F Smith,et al.  Age differences in mental multiplication: evidence for peripheral but not central decrements. , 1997, The journals of gerontology. Series B, Psychological sciences and social sciences.

[135]  Patrick Lemaire,et al.  The Role of Working Memory Resources in Simple Cognitive Arithmetic , 1996 .

[136]  T. Fernández,et al.  EEG delta activity: an indicator of attention to internal processing during performance of mental tasks. , 1996, International journal of psychophysiology : official journal of the International Organization of Psychophysiology.

[137]  Jeffrey Bisanz,et al.  Multiple routes to solution of single-digit multiplication problems. , 1996 .

[138]  L. E. Bourne,et al.  Neurophysiological correlates of mental arithmetic. , 1996, Psychophysiology.

[139]  J. Earle,et al.  Mathematical cognitive style and arithmetic sign comprehension: a study of EEG alpha and theta activity. , 1996, International journal of psychophysiology : official journal of the International Organization of Psychophysiology.

[140]  R. Siegler Emerging Minds: The Process of Change in Children's Thinking , 1996 .

[141]  Paul Macaruso,et al.  Representing and using numerical information. , 1995, The American psychologist.

[142]  T. Fernández,et al.  EEG activation patterns during the performance of tasks involving different components of mental calculation. , 1995, Electroencephalography and clinical neurophysiology.

[143]  R. Siegler,et al.  Four aspects of strategic change: contributions to children's learning of multiplication. , 1995, Journal of experimental psychology. General.

[144]  Mark H. Ashcraft,et al.  Cognitive Psychology and Simple Arithmetic: A Review and Summary of New Directions. , 1995 .

[145]  M. Fayol,et al.  When plausibility judgments supersede fact retrieval: The example of the odd-even effect on product verification , 1995, Memory & cognition.

[146]  L. E. Bourne,et al.  Brain potentials during mental arithmetic: effects of extensive practice and problem difficulty. , 1994, Brain research. Cognitive brain research.

[147]  Paul Macaruso,et al.  Architecture of cognitive numerical processing mechanisms: Contrasting perspectives on theory development and evaluation. , 1994 .

[148]  H. Abdi,et al.  Automatic Activation of Addition and Multiplication Facts in Elementary School Children. , 1994 .

[149]  Jo-Anne LeFevre,et al.  Individual differences in the obligatory activation of addition facts , 1994, Memory & cognition.

[150]  Michael C. Anderson,et al.  Remembering can cause forgetting: retrieval dynamics in long-term memory. , 1994, Journal of experimental psychology. Learning, memory, and cognition.

[151]  D. Geary,et al.  Simple and complex mental subtraction: strategy choice and speed-of-processing differences in younger and older adults. , 1993, Psychology and aging.

[152]  S. Dehaene Varieties of numerical abilities , 1992, Cognition.

[153]  M. Ashcraft Cognitive arithmetic: A review of data and theory , 1992, Cognition.

[154]  M. McCloskey Cognitive mechanisms in numerical processing: Evidence from acquired dyscalculia , 1992, Cognition.

[155]  M. Ashcraft,et al.  On mental multiplication and age. , 1992, Psychology and aging.

[156]  The influence of verbal protocol methods on children's mental computation , 1992 .

[157]  Michael Oliphant,et al.  Chapter 9 Representation And Retrieval Of Arithmetic Facts: A Network-Interference Model And Simulation , 1992 .

[158]  D. Ruchkin,et al.  Event-related potentials during arithmetic and mental rotation. , 1991, Electroencephalography and clinical neurophysiology.

[159]  M. Ashcraft,et al.  The development of children's mental multiplication skills , 1991 .

[160]  Gordon D. Logan,et al.  On the relation between production and verification tasks in the psychology of simple arithmetic , 1990 .

[161]  Eric J. Johnson,et al.  The validity of verbal protocols , 1989, Memory & cognition.

[162]  Jamie I. D. Campbell,et al.  An encoding-complex view of cognitive number processing: Comment on McCloskey, Sokol, and Goodman (1986). , 1988 .

[163]  D. Ruchkin,et al.  Toward a functional categorization of slow waves. , 1988, Psychophysiology.

[164]  L E Krueger,et al.  Why 2×2=5 looks so wrong: On the odd-even rule in product verification , 1986, Memory & cognition.

[165]  L E Krueger,et al.  Why 2 + 2 = 5 looks so wrong: On the odd-even rule in sum verification , 1984, Memory & cognition.

[166]  M. Kutas,et al.  Reading senseless sentences: brain potentials reflect semantic incongruity. , 1980, Science.

[167]  Mark H. Ashcraft,et al.  Cognitive arithmetic: Evidence for retrieval and decision processes in mental addition. , 1978 .

[168]  G. Dolce,et al.  Spectral and multivariate analysis of EEG changes during mental activity in man. , 1974, Electroencephalography and clinical neurophysiology.

[169]  Dewey Rundus,et al.  Negative effects of using list items as recall cues , 1973 .

[170]  A. W. Kwiatkowski,et al.  Power spectral density changes in the EEG during mental arithmetic and eye-opening , 1970, Psychologische Forschung.

[171]  A. Glass Intensity of attenuation of alpha activity by mental arithmetic in females and males , 1968 .

[172]  A. Glass MENTAL ARITHMETIC AND BLOCKING OF THE OCCIPITAL ALPHA RHYTHM. , 1964, Electroencephalography and clinical neurophysiology.

[173]  Ruth B. Ekstrom,et al.  MANUAL FOR KIT OF REFERENCE TESTS FOR COGNITIVE FACTORS (REVISED 1963) , 1963 .

[174]  Chester W. Darrow,et al.  Eye movements, EEG, GSR and EKG during mental multiplication ☆ , 1962 .

[175]  A. Anastasi Individual differences. , 2020, Annual review of psychology.