We report a model for object identification based on an exper-
iment that varies the arrival times of different features of the
objects. A single object, a circle with four spokes extending
in different directions, is presented and must be classified as
either one of four well trained target stimuli, or one of four
well trained foil stimuli. The features (spokes) are presented
either simultaneously or successively at intervals of 16, 33, or
50 ms., with target diagnostic features arriving first or last. All
durations are short enough that the display appears simultane-
ous. The data show that individual decisions vary with both
timing and diagnosticity. We apply a dynamic model based on
one reported in (Cox & Shiffrin, 2017) for episodic recognition
memory. Our model assumes features are perceived at vary-
ing times following presentation, possibly in error. At each
moment the current features are compared to the well learned
memory representations of the eight stimuli, producing a like-
lihood ratio for target vs foil. A decision is made when the log
likelihood first exceeds a target decision boundary or falls be-
low a foil decision boundary. The model implements a form of
Bayesian optimal decision making given the assumptions con-
cerning feature perception. It predicts the key findings quite
well.