Difference between revisions of "Video/Symmetries, groups and actions"
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[[Symmetry|Symmetries]] can be studied by [[group]]s and [[action]]s (or [[operator]]s) applied to it. Note that these three terms are represented in plural form. The ability to count the number of symmetries or explicitly distinguish the consequences of actions in sequences and in combinations are the [[Concept|core concept]]s of symmetry studies. Modified this page for Marina. | [[Symmetry|Symmetries]] can be studied by [[group]]s and [[action]]s (or [[operator]]s) applied to it. Note that these three terms are represented in plural form. The ability to count the number of symmetries or explicitly distinguish the consequences of actions in sequences and in combinations are the [[Concept|core concept]]s of symmetry studies. Modified this page for Marina. | ||
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For people who are interested in Symmetry, please watch the video by Group Theory by Gareth Jones on Serious Science<ref>{{:Video/Group Theory — Gareth Jones}}</ref> | For people who are interested in Symmetry, please watch the video by Group Theory by Gareth Jones on Serious Science<ref>{{:Video/Group Theory — Gareth Jones}}</ref> | ||
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Revision as of 01:40, 28 December 2022
Cheung, Trevor (Jul 9, 2021). Chapter 1: Symmetries, Groups and Actions - Essence of Group Theory. local page: Mathemaniac.
Symmetries can be studied by groups and actions (or operators) applied to it. Note that these three terms are represented in plural form. The ability to count the number of symmetries or explicitly distinguish the consequences of actions in sequences and in combinations are the core concepts of symmetry studies. Modified this page for Marina.
For people who are interested in Symmetry, please watch the video by Group Theory by Gareth Jones on Serious Science[1]
References
- ↑ Jones, Gareth (Jul 9, 2020). Group Theory — Gareth Jones / Serious Science. local page: Serious Science.
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