1 周新林, 董奇.(2003). 加法和乘法算式的表征方式. 心理学报, 35(3), 345-351. 2 Burbaud, P., Camus, O., Guehl, D., Bioulac, B., Caillé, J. -M., & Allard, M.(2000). Influence of cognitive strategies on the pattern of cortical activation during mental subtraction: A functional imaging study in human subjects. Neuroscience Letters, 287(1), 76-80. 3 Campbell, J. I. D.(2004). Handbook of mathematical cognition(pp. 347-360). NewYork: Psychology press, 347-360. 4 Cohen, L., Dehaene, S., Chochon, F., Lehéricy, S., & Naccache, L.(2000). Language and calculation within the parietal lobe: a combined cognitive, anatomical and fMRI study. Neuropsychologia, 38(10), 1426-1440. 5 Coles, M. G. H., & Rugg, M. D.(1995). Event-related brain potentials: An introduction. In M. D. Rugg, & M. G. H. Coles(Eds.), Electrophysiology of minds: ERPs and cognition(pp.1-26). NewYork: OxfordUniversity Press. 6 Fehr, T., Code, C., & Herrmann, M.(2007). Common brain regions underlying different arithmetic operations as revealed by conjunct fMRI-BOLD activation. Brain research, 1172, 93-102. 7 Fehr, T., Code, C., & Herrmann, M.(2008). Auditory task presentation reveals predominantly right hemispheric fMRI activation patterns during mental calculat. Neuroscience Letters, 431(1), 39-44. 8 Jost, K., Beinhoff, U., Hennighausen, E., & Rösler, F.(2004). Facts, rules, and strategies in single-digit multiplication: Evidence from event-related brain potentials. Cognitive Brain Research, 20(2), 183-193. 9 Kawashima, R., Taira, M., Okita, K., Inoue, K., Tajima, N., Yoshida, H., et al.(2004). A functional MRI study of simple arithmetic: a comparison between children and adults. Cognitive Brain Research, 18(3), 227-233. 10 Kong, J., Wang, Y. P., Shang, H. Y., Wang, Y., Yang, X. Z., & Zhuang, D.(1999). Brain potentials duringmental arithmetic-effects of problem difficulty on event-related brain potentials. Neuroscience Letters. 260(3), 169-172. 11 Lee, K. M.(2000). Cortical areas differentially involved in multiplication and subtraction: A functional magnetic resonance imaging study and correlation with a case of selective acalculia. Annals of Neurology, 48, 657-661. 12 Lee, K. M., Kang, S. Y.(2002). Arithmetic operation and working memory: Differential suppression in dual tasks.Cognition, 83(3), 63-68. 13 Noël, M. P., & Seron, X.(1997). On the existence of intermediate representations in numerical processing. Journal of Experimental Psychology: Learning, Memory, and cognition, 23, 697-720. 14 Núñez-Peña, M. I., Cortinas, M., & Escera, C.(2006). Problem size effect and processing strategies in mental arithmetic. Cognitive Neuroscience and Neuropsychology, 20(4), 357-360. 15 Núñez-Peña, M. I., Escera, C.(2007). An event-related brain potential study of the arithmetic split effect. International Journal of Psychophysiology, 64(2), 165-173. 16 Núñez-Peña, M. I., Honrubia-Serrano, M. L., & Escera, C.(2004). Problem size effect in additions and subtractions: an event-related potential study. Neuroscience Letters, 373(1), 21-25. 17 Pesenti, M., Zago, L., Crivello, F., Mellet, E., Samson, D., Duroux, B., et al.(2001). Mental calculation in a prodigy is sustained by right prefrontal and medial temporal areas. Nature neuroscience, 4, 103-107. 18 Turconi, E., Jemel, B., Rossion, B., & Seron, X.(2004). Electrophysiological evidence for differential processing of numerical quantity and order in humans. Brain Research. Cognitive Brain Research, 21(1), 22-38. 19 Urbach, T. P., & Kutas, M.(2002). The intractability of scaling scalp distributions to infer neuroelectric sources. Psychophysiology, 39(6), 791-808. 20 Zago, L., Pesenti, M., Mellet, E., Crivello, F., Mazoyer, B., & Tzourio-M, N.(2001). Neural correlates of simple and complex mental calculation. NeuroImage, 13, 314-327. |