In this paper we make use of neural networks algorithms to predict the soil
temperature from the known previous data. We first consider a single layer
neural network having m McCulloch- Pitts Type neurons and use the generali
zed Widrow-Hoff algorithm to train the network. We give conditions on the l
earning rate and the transfer functions which will guarantee the convergenc
e of the generalized Widrow-Hoff algorithm. To prove the convergence we mak
e use of Fixed- point theorem. Our convergence theorem generalizes an earli
er convergence theorem proved by Hui and Zak. We also consider multi-layer
neural networks for the prediction where we use back-propagation algorithm
with momentum for training the networks. The data used for training is take
n from the observatory of the department of Agriculture Meteorology, B. A.
College of Agriculture, Gujarat Agricultural University, Anand, Gujarat, In
dia for the year 1999.