What does it mean for a group action to be sharply transitive?
2017年2月2日 · Now, as I begin to read more, I find some literature referencing a new term, "Sharply N-Transitive," where "N" is usually explicitly put. Below is a link containing such language. My question: What is the difference between an action being sharply transitive and just plain old transitivity? Why do we care?
group theory - Sharply $k$-transitive actions on spheres
2020年10月12日 · A nice fact from complex analysis is that the mobius group acts sharply 3-transitively on the Riemann ...
Sharply $2$-transitive subgroup of a group
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Why Mathieu group M11 is sharply 4-transitive?
2014年10月6日 · I am studying Steiner system and Construction of Mathieu groups from automorphism of some Steiner system.Mathieu group M11 is automorhism group of S(4,5,11) Steiner system. I am not able to understand why Mathieu group M11 is sharply 4-transitive?I know what is mean by sharply 4-transitive.But I am not getting any idea how to prove it.
How to approximate a sharply peaked function with deltas?
2021年3月5日 · This answer is intended to provide a more complete mathematical account of the heuristic approach used by @Han de Bruijn in a previous answer.
Graph with sharply 1-transitive automorphism group
2013年12月24日 · If a graph has the property stated it is a graphical regular representation (abbreviated GRR) of its automorphism group.
Approximating integrals with a sharply peaked integrand
2020年5月24日 · I am working through a textbook on laser trapping and cooling (by Metcalf and van der Straten), but I have purely mathematical question. During a derivation they arrive at the following differential
Numerical integration of sharply peaking function:
2018年5月2日 · Solve this integral of a sharply peaked function without a calculator. I was told to not do an expansion of the sharp function, but of its gently varying logarithm. Once that was done I should then see a function that I can expand. Once expanded put it …
Sharply-peaked and broad functions - Mathematics Stack Exchange
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find area of the region $x=a\\cos^3\\theta$ $y=a\\sin^3\\theta$
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