Table 3.

Region
. | Parameter
. | Pearson r
. | p
. | Regression Equation
. |
---|---|---|---|---|

Text Reading | ||||

Gray matter volume (mm^{3}) | ||||

LH | μ | −.451 | .0155 | Y = −0.01498 * X + 187.2 |

LH | σ | −.437 | .0447 | Y = −0.01019 * X + 67.02 |

Surface area (mm^{2}) | ||||

LH | μ | −.577 | .0025 | Y = −0.02840 * X + 196.5 |

LH | σ | −.488 | .0132 | Y = −0.01932 * X + 73.33 |

RH | μ | −.517 | .0082 | Y = −0.02944 * X + 202.7 |

Pseudoreading | ||||

Gray matter volume (mm^{3}) | ||||

LH | μ | −.416 | .0385 | Y = −0.02389 * X + 218.1 |

LH | σ | −.503 | .0103 | Y = −0.01578 * X + 85.76 |

RH | μ | −.555 | .0040 | Y = −0.03230 * X + 245.8 |

RH | σ | −.554 | .0041 | Y = −0.01761 * X + 95.05 |

Surface area (mm^{2}) | ||||

LH | μ | −.413 | .0400 | Y = −0.03732 * X + 221.3 |

LH | σ | −.542 | .0051 | Y = −0.02672 * X + 90.91 |

RH | μ | −.583 | .0022 | Y = −0.06094 * X + 265.0 |

RH | σ | −.605 | .0013 | Y = −0.03453 * X + 107.6 |

Region
. | Parameter
. | Pearson r
. | p
. | Regression Equation
. |
---|---|---|---|---|

Text Reading | ||||

Gray matter volume (mm^{3}) | ||||

LH | μ | −.451 | .0155 | Y = −0.01498 * X + 187.2 |

LH | σ | −.437 | .0447 | Y = −0.01019 * X + 67.02 |

Surface area (mm^{2}) | ||||

LH | μ | −.577 | .0025 | Y = −0.02840 * X + 196.5 |

LH | σ | −.488 | .0132 | Y = −0.01932 * X + 73.33 |

RH | μ | −.517 | .0082 | Y = −0.02944 * X + 202.7 |

Pseudoreading | ||||

Gray matter volume (mm^{3}) | ||||

LH | μ | −.416 | .0385 | Y = −0.02389 * X + 218.1 |

LH | σ | −.503 | .0103 | Y = −0.01578 * X + 85.76 |

RH | μ | −.555 | .0040 | Y = −0.03230 * X + 245.8 |

RH | σ | −.554 | .0041 | Y = −0.01761 * X + 95.05 |

Surface area (mm^{2}) | ||||

LH | μ | −.413 | .0400 | Y = −0.03732 * X + 221.3 |

LH | σ | −.542 | .0051 | Y = −0.02672 * X + 90.91 |

RH | μ | −.583 | .0022 | Y = −0.06094 * X + 265.0 |

RH | σ | −.605 | .0013 | Y = −0.03453 * X + 107.6 |

Cortical morphology measures are gray matter volume and surface area. LH = left hemisphere; RH = right hemisphere. Parameters are from ex-Gaussian fixation duration distributions for individuals. The *p* values (two-tailed) are from the *F* statistic (*df* = 1,23) for *r*^{2} of the best-fitting linear regression equation (also shown).

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