The New Encyclopædia Britannica: L-ZEncyclopædia Britannica, 1992 - 32 pages |
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Page 275
... theorem Infinite Abelian groups Mathieu groups Matrices. 2 15 / 5 1 6 13 regular octahedron . For this reason , it is ... theorem of Lagrange . It states that the order of a finite group is the product of the order of a subgroup and the ...
... theorem Infinite Abelian groups Mathieu groups Matrices. 2 15 / 5 1 6 13 regular octahedron . For this reason , it is ... theorem of Lagrange . It states that the order of a finite group is the product of the order of a subgroup and the ...
Page 464
... theorem . Cauchy's theorem ( see 108 ) must be modified if f ( z ) is not holomorphic inside C. If the only singularities are isolated and none lies on C , then the integral of the function around the curve is expressed in terms of a ...
... theorem . Cauchy's theorem ( see 108 ) must be modified if f ( z ) is not holomorphic inside C. If the only singularities are isolated and none lies on C , then the integral of the function around the curve is expressed in terms of a ...
Page 488
... theorem of the theory of partial differential equations is the Cauchy- Kovalevskaya theorem , which in its simplest form relates to a system in two independent variables x , y in which u , equals the product of A ( u ) and u ,, u ( 0 ...
... theorem of the theory of partial differential equations is the Cauchy- Kovalevskaya theorem , which in its simplest form relates to a system in two independent variables x , y in which u , equals the product of A ( u ) and u ,, u ( 0 ...
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