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Articles 661 - 667 of 667
Full-Text Articles in Physical Sciences and Mathematics
Computer Science Master's Degree Programs To Advance Your Career 1983-1984, Nova University
Computer Science Master's Degree Programs To Advance Your Career 1983-1984, Nova University
College of Engineering and Computing Course Catalogs
No abstract provided.
Engineering Or Computer Management Master's Degree Programs To Advance Your Career 1983-1984, Nova University
Engineering Or Computer Management Master's Degree Programs To Advance Your Career 1983-1984, Nova University
College of Engineering and Computing Course Catalogs
No abstract provided.
Computer Engineering Bachelor's Degree Programs To Advance Your Career 1983-1984, Nova University
Computer Engineering Bachelor's Degree Programs To Advance Your Career 1983-1984, Nova University
College of Engineering and Computing Course Catalogs
No abstract provided.
Bachelor's Degree Programs In Electrical Engineering, Computer Science, Computer Systems 1982-83, Nova University
Bachelor's Degree Programs In Electrical Engineering, Computer Science, Computer Systems 1982-83, Nova University
College of Engineering and Computing Course Catalogs
No abstract provided.
Center For Science And Engineering, Master Of Science, Computer Science 1982, Nova University
Center For Science And Engineering, Master Of Science, Computer Science 1982, Nova University
College of Engineering and Computing Course Catalogs
No abstract provided.
Computers, Corporate Division Programs, Your Future, 1981-1982, Nova University
Computers, Corporate Division Programs, Your Future, 1981-1982, Nova University
College of Engineering and Computing Course Catalogs
No abstract provided.
Groups Expressed As The Set-Theoretic Union Of Proper Subgroups, Lana Barrett
Groups Expressed As The Set-Theoretic Union Of Proper Subgroups, Lana Barrett
Masters Theses & Specialist Projects
In their paper “Groups as Unions of Proper Subgroups,” published in 1959, Haber and Rosenfeld posed the problem of characterizing groups which can be expressed as the set theoretic union of a finite collection of their proper subgroups. Haber and Rosenfeld established that a group G is the union of three proper subgroups (such a group G shall be called a U3-group) if and only if the Klein 4-group is a homomorphic image of G. Further results concerning U3-groups were obtained in the paper “Groups which are the Union of Three Subgroups” by Bruckhemier, Bryan and …