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overview paper co-author invitation - Printable Version +- Tetration Forum (https://tetrationforum.org) +-- Forum: Tetration and Related Topics (https://tetrationforum.org/forumdisplay.php?fid=1) +--- Forum: Mathematical and General Discussion (https://tetrationforum.org/forumdisplay.php?fid=3) +--- Thread: overview paper co-author invitation (/showthread.php?tid=299) |
RE: overview paper co-author invitation - bo198214 - 06/15/2009 (06/15/2009, 12:33 AM)Kouznetsov Wrote: I am not successful with the public key. I copypast my intent:The answer is RTFM (Read The Fucking Manual!). Here an excerpt from "man ssh-keygen": Code: -t typeCode: ssh-keygen -t dsaIt creates: id_dsa id_dsa.pub Roughly the first file contains your private key (dont give it to anyone), the second file contains your public key (give it to everyone). The procedure from scratch You need:
Then you do at bitbucket
On your local computer: Go to some folder where you want the project folder to be created, then do Code: hg clone https://username@bitbucket.org/bo198214/bunch/A normal editing cycle would be as follows (the given commands assume you are in the project folder (or subfolders of it)):
If you create new files instead of just editing existing ones you have to do an Code: hg add <filename>Quote:I have created the folderNo own repository is needed. RE: overview paper co-author invitation - andydude - 07/31/2009 I have downloaded mercurial and the bunch/ directory from bo's directory, and have written some of the "intuitive" section. Now I am wondering how I would upload it or "push" it back to the server? RE: overview paper co-author invitation - bo198214 - 07/31/2009 (07/31/2009, 08:04 AM)andydude Wrote: I have downloaded mercurial and the bunch/ directory from bo's directory, and have written some of the "intuitive" section. Now I am wondering how I would upload it or "push" it back to the server? Thats great! Just in this moment I restarted to work on the paper. My aim is to finish it in August. Please post/send me your public ssh-key. I will add it to the repository and a "hg push" should be no problem then (or are there other error-messages?). RE: overview paper co-author invitation - bo198214 - 07/31/2009 (07/31/2009, 08:43 AM)bo198214 Wrote: Please post/send me your public ssh-key. I added you as a writer to the repository. (I see I dont need your public ssh-key.) Please push as soon as possible as I want to merge my change (and take off that burden from your shoulders )
RE: overview paper co-author invitation - andydude - 08/02/2009 I think it worked! Now we can work together hopefully... also, I was wondering if I could change "super function" -> "superfunction" is that OK?
RE: overview paper co-author invitation - bo198214 - 08/02/2009 (08/02/2009, 01:38 AM)andydude Wrote: I think it worked! Indeed! I merged your changes with my local changes, you can see the branch/merge graph here. Quote:also, I was wondering if I could change "super function" -> "superfunction" is that OK? Yes I did it already, previously. I use the following conventions: superfunction (no hyphen) and super-exponential (with hyphen). This pattern is extensible e.g. super-factorial = superfunction of the factorial However our widely used super-logarithm does not fit in this pattern, thatswhy I followed Dmitriis suggestion: arcsuper-exponential This is the inverse of the super-exponential and hence what we previously called super-logarithm. arcsuper-exponential means also Abel function of the exponential, so we *dont* introduce an extra arcsuperfunction. I have the convention to put a TODO at every place where I know it needs to be rewritten. At finishing one simply needs to look that there are no more "TODO"s in the text. In our collaborative case I suggest a name suffix, e.g. TODO[henryk] means that it remains to do for henryk. If we just repeat a proposition from a book or established theory (to use it in an own derivation) please use the "wellknown" environment. E.g. Code: \begin{wellknown}Code: \begin{sdef}I suggest we dont use the e-mail system of bitbucket, because its errornous. However perhaps we can use the issue tracker, lets see. @Andrew: Instead of with matrices I would like you to start with the equations, because the matrices are not really necessary to explain the approach. Something roughly like: From the Abel equation ... powerseries ... infinite equation system ... (represented with the Carleman matrix as ...) ambiguity of solutions .... intuitive solution ... etc. RE: overview paper co-author invitation - bo198214 - 08/03/2009 (08/03/2009, 12:41 AM)andydude Wrote: What's wrong with "super-logarithm"? Well I thought this is obvious: The prefix "super" for a function f describes a function F with F(x+1)=f(F(x)). But super logarithm is not a superfunction of the logarithm, but an inverse superfunction of the exponential. Quote:Hmm... I have no idea how I would describe it without matrices... Ah I see now, it is because of the composition, for which you need the Carleman matrix. I had in mind to use the direct formula for powerseries composition (which is also in the paper already) \( (f\circ g)_n = \sum_{k=1}^n f_k (g^k)_n \) If you apply this to the Abel equation \( \alpha \circ f = \alpha+1 \) you get an infinite linear equation system in \( \alpha_k \) which expresses exactly \( \vec{\alpha} C[f] = \vec{\alpha} + (1,0,0,...) \). Which is a row vector equation; if you transpose you get the usual column vector equation. Ya, think about it. I let it to you. The goal should be a motivated and understanding reader ![]() Quote:However, it would be good to generalize a little, because the definition of the Abel matrix doesn't apply to doing intuitive iteration of (x -> a x) because you have to use different truncations for this case. Of course it does not work out of the box for f(x)=ax because it has a fixed point at 0 (and the method does not work at fixed points). You have to (linearly) conjugate f such that the fixed point is somewhere else. It is an open question whether the intuitive Abel function is indeed log_a (and we should put that into the paper as conjecture. If it is true it would boost the significance of this method.). I followed this idea here. I merely could (non-publicly) achieve that the solution of the infinite equation system does not depend on the fixed point determined through the conjugation. RE: overview paper co-author invitation - andydude - 08/04/2009 (08/03/2009, 08:37 AM)bo198214 Wrote: Well I thought this is obvious: The prefix "super" for a function f describes a function F with F(x+1)=f(F(x)). But super logarithm is not a superfunction of the logarithm, but an inverse superfunction of the exponential. You're going in circles! The "super" terminology has always meant: a rank-4 function that is analogous to a rank-3 function. It was by analogy to this usage that you decided to use the "superfunction" terminology. It seems almost like a backronym to change the meaning of "super" to fit the usage in "superfunction", which I do not prefer (remember, I liked "iterational function"). I have a feeling that the push for consistent terminology will leave the corpus of writings on this forum in a state of complete inconsistency. I vote for "superlogarithm" or "Abel function of exponential". No "arcsuper". (08/03/2009, 08:37 AM)bo198214 Wrote: Ya, think about it. I let it to you. The goal should be a motivated and understanding readerOh, I see. Ok, I could definitely use \( (g^k)_n \) in place of the Carleman matrix, that would certainly make things easier to discuss without inventing the \( D[1] \) notation. I will give it a try. Andrew Robbins RE: overview paper co-author invitation - bo198214 - 08/06/2009 Now that I work more with mercurial I see that the work flow described above is not completely correct for pulling changes from the bitbucket repository. To keep your local repository consistent with the remote bitbucket repository you have to do the following: Code: > hg pullRE: overview paper co-author invitation - bo198214 - 08/06/2009 Now it gets really interesting. 3 people (me, Andrew, Ansus) made commits and pushs. This is my first experience in distributed writing of an article. But it seems to work well and I enjoy that. As a general rule: make commits often. As this would result in fewer conflicts as it can better track the changes made to the file. Also make a push whenever you finished something. And remember that you can do a push usually only after you pulled and merged the changes from bitbucket. The graph of the branches and merges can be seen on the repository page at the menu item "Changesets". |