IMPROVEMENT IN MAXIMUM-LIKELIHOOD CLASSIFICATION PERFORMANCE ON HIGHLY RUGGED TERRAIN USING PRINCIPAL COMPONENTS-ANALYSIS

Suitable methods of multivariate statistical analysis have already bee n shown to be useful to overcome the topographic effect which arises w hen employing remotely-sensed data in rugged terrain. In the present w ork the application of these techniques to Gaussiam maximum likelihood classifications is examined. As the maximum likelihood classifier tak es into account the internal relations in the multivariate data set, i t is generally insensitive to the topographic effect provided that the training points are uniformly distributed with respect to variations in solar illumination angle. On the other hand, the conventional class ifier docs not perform well if such an assumption is not valid, becaus e the spectral distribution of the training data becomes far from norm al and not representative of the original situation. In this case a mo dification of the classifier which eliminates the information related to the first principal component of the data set of each class can be efficient. The difference in discrimination accuracy between the class ical and modified classifications is appreciable when they are applied to extreme situations; an example shows that this difference, evaluat ed by means of the Kappa coefficient of agreement, may be high and sta tistically significant.