1. THE GENERAL ALGORITHM OF n -- 1 NUMBERS -- 2. THE MODIFIED ALGORITHM OF JACOBI-PERRON -- 3. ROOTS OF A REAL-VALUED M -- 4. CONVERGENCE OF REAL-VALUED M -- 5. IDEAL CONVERGENCE AND IRREDUCIBILITY -- 6. GENERAL CONVERGENCE AND UNITS OF ALGEBRAIC FIELDS -- 7. AN EXPLICIT FORMULA FOR A[sup((v))][sub(0)] -- REFERENCES
Summary
Of results 1. The general algorithm of $n - 1$ numbers 2. The modified algorithm of Jacobi-Perron 3. Roots of a real-valued $M$ 4. Convergence of real-valued $M$ 5. Ideal convergence and irreducibility 6. General convergence and units of algebraic fields 7. An explicit formula for $Â{(v)}_0$
