Mention889440
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| so:text | Rotations in 3-dimensional Euclidean space ... form the poster child of group theory and are almost indispensable in physics. Think of rotating a rigid object, such as a bust of Newton. After two rotations in succession, the bust, being rigid, has not been deformed in any way; it merely has a different orientation. Thus, the composition of two rotations is another rotation. (en) |
| so:isPartOf | https://en.wikiquote.org/wiki/Anthony_Zee |
| so:description | Group Theory in a Nutshell for Physicists (2016) (en) |
| qkg:hasContext | qkg:Context438660 |
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| qkg:Quotation842722 | qkg:hasMention |
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