| A. Rabinovich. Composition theorems for generalized sums. Manuscript, 20 p., 1999. |
....From theoretical point of view monadic second order extension could be better. This is a question to study. Sucient decidable conditions for niteness properties are of interest. A. Rabinovich noticed that some sucient condition can be formulated using his composition theorem for generalized sums [Rab99] Unfortunately, many interesting cases involving arithmetics are not covered by the generalized sums approach. However, there are other restrictions valid for practical systems that can help to advance in this direction. A more important line of investigation concerns practically ecient ....
A. Rabinovich. Composition theorems for generalized sums. Manuscript, 20 p., 1999.
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