期刊文献+

视觉和听觉通道下减法与乘法心算加工的ERP特征 被引量:2

The ERP Correlates of Visual and Auditory processing in Mental Subtraction and Multiplication
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摘要 研究加工通道的差异以及减法和乘法心算的编码特征,选择100道心算算式,在视觉和听觉两种输入通道下记录并分析了14例正常人的脑事件相关电位(ERP)。结果发现,视觉和听觉通道引发了趋势相反的早中期成分,在额区和中央区产生了显著分离。在慢波阶段,听觉通道下更多激活了颞区,而视觉通道下更多激活了顶-枕区,且慢电位的ERP特征也表现出通道差异。减法和乘法运算以左半球激活为主,但听觉通道下的顶区和颞区出现了显著的右半球优势。减法在视觉通道下优势较大,说明其主要依赖视空间表征;而乘法在听觉通道下更具优势,则主要是由于其以听觉的言语表征方式为主。 Using the event-related potentials technology, and presenting the subtraction and multiplication mental arith- metic task in the visual and auditory channels, the present study explored the differences between the two pro- cessing channels, as well as the encoding characteristics of the two kinds of mental arithmetic task. The ERP re- suits indicated that in the coding stage, the visual and auditory channels led to the opposite trend in the early and middle components, appearing a significant separation in the frontal and central areas. In the slow-wave stage, the temporal area was more activated in the auditory channel, while the parietal-occipital area was more activated in the visual channel, and the ERP features of the slow-potential are different between the two chan- nels. Subtraction and multiplication operations mainly activated the left hemisphere, but in the auditory channel, the electrode point P8 and Fl'8 of the temporal lobe and parietal appeared significant advantage of the right hemisphere. Subtraction had advantage in the visual channel, indicating that it mainly relies on visual spatial representations; while multiplication had advantage in the auditory channel, mainly due to it being based on hearing representation.
出处 《心理与行为研究》 CSSCI 2013年第3期325-332,共8页 Studies of Psychology and Behavior
关键词 输入通道 乘法心算 减法心算 事件相关电位 input channel, mental multiplication, mental subtraction, event-related potentials.
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参考文献20

  • 1周新林,董奇.加法和乘法算式的表征方式[J].心理学报,2003,35(3):345-351. 被引量:9
  • 2Burbaud, P, Camus, O., Guehl, D., Bioulac, B., Caillr, J. -M., & Allard, M. (2000) . Influence of cognitive strategies on the pattern of cortical activation during mental subtraction: A func- tional imaging study in human subjects. Neuroscience Letters, 287 (1), 76-80.
  • 3Campbell, J. I. D. (2004) . Handbook of mathematical cognition (pp. 347-360) . NewYork: Psychology press, 347-360.
  • 4Cohen, L., Dehaene, S., Chochon, F., Leh6ricy, S., & Naccache, L. (2000) . Language and calculation within the parietal lobe: a combined cognitive, anatomical and fMRI study. Neuropsycholo- gio, 38 (10) , 1426-1440.
  • 5Coles, M. G. H., & Rugg, M. D. (1995) . Event-related brain po- tentials: An introduction. In M. D. Rugg, & M. G. H. Coles (Eds.) , Electrophysiology of minds: ERPs and cognition (pp.l- 26) . NewYork: OxfordUniversity Press.
  • 6Fehr, T., Code, C., dr Herrmann, M. (2007) . Common brain regions underlying different arithmetic operations as revealed by con- junct fMRI-BOLD activation. Brain research, 1172, 93-102.
  • 7Fehr, T., Code, C., & Herrnmnn, M. (2008) . Auditory task presentation reveals predominantly right hemispheric fMRI activation patterns during mental calculat. Neuroscience Letters, 431 (I) , 39-44.
  • 8Jost, K., Beinhoff, U., Hennighausen, E., & Rfisler, F. (2004) . Facts, rules, and strategies in single-digit multiplication: Evi- dence from event-related brain potentials. Cognitive Brain Re- search, 20 (2) , 183-193.
  • 9Kawashima, R., Taira, M., Okita, K., Inoue, K., Tajima, N., Yoshi- da, H., et al. (2004) . A functional MRI study of simple arith- metic: a comparison between children and adults. Cognitive Brain Research, 18 (3) , 227-233.
  • 10Kong, 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.

二级参考文献13

  • 1[4]Bernardo A B I. Asymmetric activation of number codes in bilinguals: Further evidence for the encoding complex model of number processing. Memory & Cognition. 2001, 29 (7): 968~976
  • 2[5]Blankenberger S, Vorberg D. The single-format assumption in arithmetic fact retrieval. Journal of Experimental Psychology: Learning, Memory and Cognition, 1997, 23(3): 721~738
  • 3[6]Roussel J, Fayol M, Barrouillet P. Procedural vs. Direct retrieval strategies in arithmetic: A comparison between additive and multiplicative problem solving. European Journal of Cognitive Psychology, 2002, 14(1): 61~104
  • 4[8]Rossor M N, Warrington E K, Cipolotti L. The isolation of calculation skills. Journal of Neurology, 1995, 242: 78~81
  • 5[9]Cohen L, Dehaene S. Amnesia for arithmetic facts: A single-case study. Brain and Language, 1994, 47: 214~232
  • 6[10]Campbell J I D. Architectures for numerical cognition. Cognition, 1994, 53: 1~44
  • 7[11]Zbrodoff N J. Why is 9+7 harder than 2+3: Strength and interference as explanations of the problem-size effect. Memory & Cognition, 1995, 23: 689~700
  • 8[13]Groen G J, Parkman J M. A chronometic analysis of simple addition. Psychological Review,1972, 79: 329~343
  • 9[14]LeFevre J, Sadesky G S, Bisanz J. Selection of procedures in mental addition: reassessing the problem size effect in adults. Journal of Experimental Psychology: Learning, Memory, and Cognition, 1996, 22: 216~230
  • 10[16]LeFevre J, Liu J. The role of experience in numerical skill: Multiplication performance in adults from Canada and China. Mathematical Cognition, 1997, 3(1): 31~62

共引文献8

同被引文献23

  • 1董奇,张红川,周新林.数学认知:脑与认知科学的研究成果及其教育启示[J].北京师范大学学报(社会科学版),2005(3):40-46. 被引量:34
  • 2白露,马慧,黄宇霞,罗跃嘉.中国情绪图片系统的编制——在46名中国大学生中的试用[J].中国心理卫生杂志,2005,19(11):719-722. 被引量:314
  • 3Currie J, Stabile M. Child mental health and human capital accumula- tion : the case of ADHD [ J ]. J Health Econ, 2006,25 (6) : 1094-1118.
  • 4Wilding J. Is attention impaired in ADHD? [ J]. Br J Dev Psychol, 2005,23(4) :487-505.
  • 5Menon V, Rivera SM, White CD, et al. Dissociating prefrontal and pari- etal cortex activation during arithmetic processing [ J ]. Neuroimage, 2000,12(4) : 357-365.
  • 6Lemer C, Dehaene S, Spelke E, et al. Approximate quantities and ex- act number words: dissociable systems [ J ]. Neuropsychologia, 2003, 41 (14) : 1942-1958.
  • 7Funnell MG, Colvin MK, Gazzaniga MS.The calculating hemispheres : Studies of a split-brain patient [ J ]. Neuropsychologia, 2007,45 ( 1 O) : 2378-2386.
  • 8Espinet SD, Anderson JE, Zelazo PD.N2 amplitude as a neural marker of executive function in young children : an ERP study of children who switch versus perseverate on the dimensional change card sort[ J]. Dev Cogn Neurosci, 2012,2 : S49-S58.
  • 9Sella F, Re AM, Lucangeli D, et al. Strategy selection in ADHD char- acteristics children:A study in arithmetic [ J]. J Atten Disord, 2012: [ Epub ahead of print].
  • 10Izard.The psychology of emotions[J].New York:Plenum Press,1991.

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