Parliamentary Papers, Nide 48H.M. Stationery Office, 1907 |
Kirjan sisältä
Tulokset 1 - 5 kokonaismäärästä 8
Sivu xii
... Rings with Zero Divisors 3.8 Approximation Theorem for Valuation Rings 3.9 Notes and References 105 113 117 4. Homological Dimensions of Rings and Modules 4.1 Projective ... Rings 8.8 Right Hereditary Species xii Algebras, Rings and Modules.
... Rings with Zero Divisors 3.8 Approximation Theorem for Valuation Rings 3.9 Notes and References 105 113 117 4. Homological Dimensions of Rings and Modules 4.1 Projective ... Rings 8.8 Right Hereditary Species xii Algebras, Rings and Modules.
Sivu 20
... ring R we denote by ( E ) the ideal generated by E , i.e. the smallest ideal of R that contains E. If R , S are rings then a mapping f : RS is a ring morphism if ( Vx , yЄR ) f ( x + y ) = f ( x ) + f ( y ) and f ( xy ) = f ( x ) f ( y ) ...
... ring R we denote by ( E ) the ideal generated by E , i.e. the smallest ideal of R that contains E. If R , S are rings then a mapping f : RS is a ring morphism if ( Vx , yЄR ) f ( x + y ) = f ( x ) + f ( y ) and f ( xy ) = f ( x ) f ( y ) ...
Sivu 46
... rings will be involved in each other , and the final equation for determining the wave - velocity will have eight roots instead of four . But as each of the rings has four free waves , we may suppose these to originate forced waves in ...
... rings will be involved in each other , and the final equation for determining the wave - velocity will have eight roots instead of four . But as each of the rings has four free waves , we may suppose these to originate forced waves in ...
Sivu 65
... rings with identity or commutative rings without identity, but not both. For example, the complete bipartite graph K2,2 can only be realized as the zero-divisor graph of a commutative ring with identity (let R = Z3 × Z3 ), and the ...
... rings with identity or commutative rings without identity, but not both. For example, the complete bipartite graph K2,2 can only be realized as the zero-divisor graph of a commutative ring with identity (let R = Z3 × Z3 ), and the ...
Sivu 198
... ring of ( A , B , M , N , 4 , 6 ) . In light of Proposition 7.1.9 , T is a generalized stable ring if and only if so is R. But T is not a ring of all triangular matrices over R. For extensions of generalized stable rings , we refer the ...
... ring of ( A , B , M , N , 4 , 6 ) . In light of Proposition 7.1.9 , T is a generalized stable ring if and only if so is R. But T is not a ring of all triangular matrices over R. For extensions of generalized stable rings , we refer the ...
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