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 Can we get the holomorphic super-root and super-logarithm function? Ember Edison Junior Fellow Posts: 38 Threads: 5 Joined: May 2019 05/28/2019, 02:53 PM (This post was last modified: 05/28/2019, 02:55 PM by Ember Edison.) I was reading the article[1] ,it use 4 Method to Evaluate exp_b^z and b,z is complex. but i was not find the Inversefunction in the article. So,Can we get the holomorphic super-root and super-logarithm function and all parameter is complex? [1]https://link.springer.com/article/10.1007/s10444-018-9615-7 « Next Oldest | Next Newest »

 Messages In This Thread Can we get the holomorphic super-root and super-logarithm function? - by Ember Edison - 05/28/2019, 02:53 PM RE: Can we get the holomorphic super-root and super-logarithm function? - by sheldonison - 05/29/2019, 03:49 PM RE: Can we get the holomorphic super-root and super-logarithm function? - by Ember Edison - 05/30/2019, 09:16 AM RE: Can we get the holomorphic super-root and super-logarithm function? - by sheldonison - 05/30/2019, 11:33 PM RE: Can we get the holomorphic super-root and super-logarithm function? - by Ember Edison - 06/01/2019, 03:59 PM RE: Can we get the holomorphic super-root and super-logarithm function? - by sheldonison - 06/02/2019, 07:51 AM RE: Can we get the holomorphic super-root and super-logarithm function? - by Ember Edison - 06/08/2019, 05:22 AM RE: Can we get the holomorphic super-root and super-logarithm function? - by sheldonison - 06/09/2019, 12:24 AM RE: Can we get the holomorphic super-root and super-logarithm function? - by Ember Edison - 06/09/2019, 04:03 PM RE: Can we get the holomorphic super-root and super-logarithm function? - by sheldonison - 06/09/2019, 04:31 PM RE: Can we get the holomorphic super-root and super-logarithm function? - by Ember Edison - 06/10/2019, 04:29 AM

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