New Thread: Group Theory & its Applications in Physics
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Group Theory & Physics (2): Example and Intuition The set of all n x n matrices does 𝒏𝒐𝒕 form a group, but the set of n x n 𝒊𝒏𝒗𝒆𝒓𝒕𝒊𝒃𝒍𝒆 matrices does. This group is known as the General Linear Group, denoted GL(n).pic.twitter.com/9nqMVWPKgH
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Group Theory & Physics (2b): Example & Intuition One last intuition before moving on to the fun stuff..pic.twitter.com/6w7W0daMQy
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Group Theory & Physics (3): Lie Groups The defining property of a Lie Group is that the group elements can be parametrized by a continuous variable.pic.twitter.com/pNJd0n5VRj
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Group Theory & Physics (4): Lie Groups SU(2) & SO(3) These are two of the most important groups in physics, and are at the heart of Quantum Mechanics, Special Relativity, and Quantum Field Theory.pic.twitter.com/axBTNurgJX
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Do green eggs and ham form a group? (Duspect not)
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I suppose they do form S_2 under the operation of swapping green eggs with the ham
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