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Example of Group Isomorphism
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Abstract Algebra: An abelian group G has order p^2, where p is a prime number. Show that G is isomorphic to either a cyclic group of order p^2 or a product of cyclic groups of order p. We emphasize that the isomorphic property usually requires construction of an isomorphism.
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Example of Group Isomorphism
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Lots of group isomorphism examples.
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#90: Examples of group isomorphism - I
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Abstract Algebra 50: An example isomorphism
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Chapter 6: Homomorphism and (first) isomorphism theorem | Essence of Group Theory
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Abstract Algebra 6.3: More Isomorphism Examples
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Group Theory 44, Group homomorphism, Isomorphism, examples
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Group Isomorphism | Isomorphism Example | Isomorphism between S3 and D3 | Group theory | Lecture 7
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Binary Operations and Group Isomorphism
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Abstract Algebra 6.2: Definition of Group Isomorphism
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Visual Group Theory, Lecture 4.5: The isomorphism theorems
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The Kernel of a Group Homomorphism – Abstract Algebra
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GROUP ISOMORPHISM WITH ANOTHER EXAMPLE PROBLEM | GROUP ISOMORPHISM | GROUP THEORY | ISOMORPHISM |
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Isomorphism in Group Theory with examples
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GROUP ISOMORPHISM | ISOMORPHISM IN GROUP THEORY | ISOMORPHISM BETWEEN GROUPS | GROUP THEORY | DMS |
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