This paper proposes a solution to the mirror reversal problem: Why does a mirror reverse left and right but not up and down? The paper first reviews past hypotheses and shows that none of them has succeeded in explaining all the related phenomena. It then proposes a multiprocess hypothesis based on the insight that what is called a mirror reversal is actually composed of three different types of reversal: The Type I reversal is produced by the discrepancy between an orientational framework that is aligned with a viewer's body and the one that is assumed in the viewer's mirror image; the Type II reversal is produced by the discrepancy between the mental representation of an object and its mirror image; and the Type III reversal is produced by a mirror's optical transformation. The proposed hypothesis is shown to provide reasonable accounts for all the related phenomena disputed in the past literature.When a viewer faces a plane mirror, alphanumeric characters are illegible because their left and right sides are reversed; a watch around the viewer's left wrist is seen on the right wrist of the viewer's own mirror image. Why does a mirror reverse left and right but not up and down? Although a number of psychologists, philosophers, physicists, and mathematicians have been discussing this mirror reversal problem for nearly half a century, no satisfactory answer has ever been obtained (lttelson, Mowafy, & Magid, 1991;Morris, 1993). This paper first reviews major hypotheses that have been presented to answer this problem, along with criticisms raised against them. It then proposes a multiprocess hypothesis and shows how it explains the mirror reversal and related phenomena. It will also be shown that the proposed hypothesis is invulnerable to those criticisms.
PAST HYPOTHESESIn the past literature, six relatively independent principles ofexplanation can be identified, though some ofthem may be combined to provide a single answer. This section will examine how each principle was employed to form an answer to the mirror reversal problem and how it failed.Before reviewing the preceding hypotheses, it seems appropriate to examine the view that there is no real problem to be solved. This view asserts that the mirror reversal problem is a pseudoproblem because a form and its mirror image are geometrically isomorphic in that they can be brought into coincidence by appropriate geometric operations. According to this line of argument, however, one YT. is grateful to Ulric Neisser for his warm support concerning the present paper. Correspondence should be addressed to Y Takano, Department of Psychology, Graduate School of Humanities and Sociology, University of Tokyo, Bunkyo-ku, Tokyo 113-0033, Japan (e-mail: Itaro@hongo.ecc.u-tokyo.ac.jp).
37could maintain that the Muller-Lyer illusion, for example, is not worth investigating because the two compared lines are identical in length from a geometrical point of view. The mirror reversal problem arises from a discrepancy in recognized directions, just as the Muller-Lyer illusion ar...