Re: [sage-devel] Re: Characteristic classes on manifolds

jupyter example file (in german). >> >> Best regards >> Michael >> >> >> Originalnachricht >> Betreff: Re: [sage-devel] Re: Characteristic classes on manifolds >> Von: Eric Gourgoulhon >> An: sage-devel >> Cc: >> >&g

Re: [sage-devel] Re: Characteristic classes on manifolds

r, I added a jupyter example file (in german). Best regards Michael Originalnachricht ---- Betreff: Re: [sage-devel] Re: Characteristic classes on manifolds Von: Eric Gourgoulhon An: sage-devel Cc: Le mercredi 3 avril 2019 13:38:17 UTC+2,

Re: [sage-devel] Re: Characteristic classes on manifolds

gt; Thank you! I fixed it right away and commited a sage compilable version. > Moreover, I added a jupyter example file (in german). > > Best regards > Michael > > > Originalnachricht ---- > Betreff: Re: [sage-devel] Re: Characteristic classes on manifolds > Vo

AW:[sage-devel] Re: Characteristic classes on manifolds

Thank you! I fixed it right away and commited a sage compilable version. Moreover, I added a jupyter example file (in german).Best regardsMichael Originalnachricht Betreff: Re: [sage-devel] Re: Characteristic classes on manifoldsVon: Eric Gourgoulhon An: sage-devel Cc: Le mercredi 3

Re: [sage-devel] Re: Characteristic classes on manifolds

Le mercredi 3 avril 2019 13:38:17 UTC+2, Michael Jung a écrit : > > Okay, the code has been uploaded. :) > > Thanks! I found the reason. I am answering on the ticket. Eric. -- You received this message because you are subscribed to the Google Groups "sage-devel" group. To unsubscribe from thi

Re: [sage-devel] Re: Characteristic classes on manifolds

ur branch there can be WIP, why not? Best regards, Michael Originalnachricht Betreff: [sage-devel] Re: Characteristic classes on manifolds Von: Eric Gourgoulhon An: sage-devel Cc: Le mardi 2 avril 2019 22:54:51 UTC+2, Michael Jung a écrit : All fine, except the very last line

Re: [sage-devel] Re: Characteristic classes on manifolds

t; > > Originalnachricht > Betreff: [sage-devel] Re: Characteristic classes on manifolds > Von: Eric Gourgoulhon > An: sage-devel > Cc: > > > Le mardi 2 avril 2019 22:54:51 UTC+2, Michael Jung a écrit : >> >> >> All fine, except the very l

AW:[sage-devel] Re: Characteristic classes on manifolds

Yes, I could. But it's not well documented yet. Should I add it anyway? Best regards,Michael Originalnachricht Betreff: [sage-devel] Re: Characteristic classes on manifoldsVon: Eric Gourgoulhon An: sage-devel Cc: Le mardi 2 avril 2019 22:54:51 UTC+2, Michael Jung a écrit :All fine,

[sage-devel] Re: Characteristic classes on manifolds

Le mardi 2 avril 2019 22:54:51 UTC+2, Michael Jung a écrit : > > > All fine, except the very last line. The coercions are working quite well > so far - without any errors. Yet, what might explain the very different > results? Can you give me a first hint, though not seeing the code? > Well it's

[sage-devel] Re: Characteristic classes on manifolds

I started another ticket , just for my own (and maybe other's?) convenience. It's about the latex name of multiplied scalar fields. Moreover, I've encountered a problem regarding the multiplication of my algebra. Suppose A and B are mixed differential for

[sage-devel] Re: Characteristic classes on manifolds

Thanks for your interest! :) I started the ticket right away (to be honest, it took some effort as newbie). I already finished the code, yet the first push will take some time. I need to create the doctests, first. Unless you say it's not necessary for n

[sage-devel] Re: Characteristic classes on manifolds

Dear MJ, Also if you plan on including your code in Sage (which it sounds like you are, +1!), it would be a good idea to break the code into smaller pieces to help facilitate and easier review. For example, the algebra itself can be one ticket. Feel free to also cc me (by using tscrim) on the

[sage-devel] Re: Characteristic classes on manifolds

Le dimanche 31 mars 2019 12:58:26 UTC+2, Michael Jung a écrit : > > Great! So, the next step is cloning sage to my local repo and connect git > to the trac server, right? > Yep! > > Are there some important things I have to take care of? > > Above all, make sure that your code is fully python

[sage-devel] Re: Characteristic classes on manifolds

Great! So, the next step is cloning sage to my local repo and connect git to the trac server, right? Are there some important things I have to take care of? Am Sonntag, 31. März 2019 11:40:01 UTC+2 schrieb Eric Gourgoulhon: > > Hi, > > Le samedi 30 mars 2019 19:03:27 UTC+1, MJ a écrit : >> >> My

[sage-devel] Re: Characteristic classes on manifolds

Hi, Le samedi 30 mars 2019 19:03:27 UTC+1, MJ a écrit : > > My dear developers, > right now, I'm working on my master thesis and my task is to implement > characteristic classes (of the tangent bdl. of a manifold), such as the > A-genus, into Sage. The implementation shall be based > upon this