Intermittent time series are characterized by "many" zeros and "few" non-zero values. If they describe intermittent demand, they are typically integer-valued.
The most common method to forecast intermittent demands is crostons-method, but count-data methods are also used. In contrast, arima and exponential-smoothing work less well. A textbook on intermittent demand forecasting, especially in the context of inventory control, is Boylan & Syntetos (2021), Intermittent Demand Forecasting: Context, Methods and Applications.
Note that intermittent time series typically follow asymmetric noise distributions. Therefore, the Mean Absolute Error or Deviation may be optimized by a biased forecast. If you are aiming for an unbiased mean point forecast, it's probably better to use the Mean Squared Error.