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Ch. 2: Groups

Description

Mathematics (Abstract Algebra) Flashcards on Ch. 2: Groups, created by William Hartemink on 09/04/2017.

Flashcards by William Hartemink, updated more than 1 year ago

	Created by William Hartemink over 8 years ago

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Resource summary

Question	Answer
Define: binary operation	Image: a2e05a15-492c-40e4-a6e9-e86630418dc6 (image/png)
Define: group	Image: 73ab4bb1-61f4-4212-9b47-ad9235be384f (image/png)
Is the identity of a group always unique?	Image: 0cc1380b-3c6b-4fc8-a757-9f6acf2ac3f6 (image/png)
Cancellation	Image: 091603fc-ccf0-4d48-ab13-5ea972c17ff2 (image/png)
Are inverses in a group unique?	Image: 51bb603e-d60b-49da-a84f-1150e8f8d5ea (image/png)
Socks-Shoes Property	Image: f5be1783-7cee-4bfc-84da-ba0df9b5d702 (image/png)
Define: Abelian Group	A group is Abelian group if all elements of the group commute.

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