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Nonisomorphic central extensions

Describe all nonisomorphic central extensions of Z_2 x Z_2 by a cyclic group Z_n for arbitrary n, meaning central extensions of the form: 1 --> Z_n --> G --> Z_2 x Z_2 --> 1

Subject:

Math

Topic:

Group Theory

Posting ID:

9446

OTA ID:

101767

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Automorphism Group of Z_p + Z_{p^2}

Automorphism Group of Z_p + Z_{p^2}

Subject:

Math

Topic:

Group Theory

Posting ID:

9995

OTA ID:

103197

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Extension of A_5

Extension of A_5

Subject:

Math

Topic:

Group Theory

Posting ID:

9997

OTA ID:

101767

View Details $1.99 Download Add to Cart

Conjugated Classes of Subgroups of A_5

Conjugated Classes of Subgroups of A_5

Subject:

Math

Topic:

Group Theory

Posting ID:

9998

OTA ID:

101733

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S_5 = Aut(A_5)

S_5 = Aut(A_5)

Subject:

Math

Topic:

Group Theory

Posting ID:

10044

OTA ID:

101733

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