ON IDEAL THEORY OF KRONECKER FUNCTION RING AND DOMAIN D(X)

[1] ARNOLD JT, TO BE PUBLISHED

[2] Gilmer R., 1964, P AM MATH SOC, V15, P813

[3] DOMAINS IN WHICH VALUATION IDEALS ARE PRIME POWERS [J]. ARCHIV DER MATHEMATIK, 1966, 17 (03) : 210 - &

[4] Contributions to the arithmetic commutative integrity field. [J]. MATHEMATISCHE ZEITSCHRIFT, 1936, 41 : 545 - 577

[5] Nagata M., 1962, LOCAL RINGS INTERSCI, V13

[6] Prufer H, 1932, J REINE ANGEW MATH, V168, P1

[7] ZARISKI O, 1960, COMMUTATIVE ALGEBRA, V2

[8] ZARISKI O, 1958, COMMUTATIVE ALGEBRA, V1

[1] ARNOLD JT, TO BE PUBLISHED

[2] Gilmer R., 1964, P AM MATH SOC, V15, P813

[3] DOMAINS IN WHICH VALUATION IDEALS ARE PRIME POWERS [J]. ARCHIV DER MATHEMATIK, 1966, 17 (03) : 210 - &

[4] Contributions to the arithmetic commutative integrity field. [J]. MATHEMATISCHE ZEITSCHRIFT, 1936, 41 : 545 - 577

[5] Nagata M., 1962, LOCAL RINGS INTERSCI, V13

[6] Prufer H, 1932, J REINE ANGEW MATH, V168, P1

[7] ZARISKI O, 1960, COMMUTATIVE ALGEBRA, V2

[8] ZARISKI O, 1958, COMMUTATIVE ALGEBRA, V1