removable: Meaning and Definition of

re•mov•a•ble

1. that may be removed.
1. (of a singularity of a function of a complex variable) noting that the function is not analytic at the point but that the function can be redefined so as to be analytic at the point.
2. (of a discontinuity) noting that the function is discontinuous at the point but that the function can be redefined so as to be continuous at the point. Cf.essential(def. 5).