My Blog-Notes
 
 
On Riemmanian Metrics in Diffeology
Wednesday, April 5, 2023
We propose a formal framework for Riemannian diffeology, swith a definition for Riemannian metric
 
Poisson Bracket in Diffeology
Monday, March 27, 2023
In this note we show how to understand the Poisson bracket in diffeology, working directly on the
 
Smooth Embedings and
Smoothly Embedded Subsets
Sunday, July 10, 2022
Since Henri Joris (1982) we potentially know that, paradoxically, the semi-cubic y2 = x3 is an
 
Diffeomorphisms of Geod(T2)
Tuesday, March 15, 2022
In this note we compute the group of diffeomorphisms of the sapce of geodesic trajectories of the
 
Local Connexity in Diffeology
Tuesday, February 15, 2022
This short note to show that diffeological spaces are locally connected. That means that every D-
 
I put here some remarks and exercises on Diffeology. You can use them as long as you cite your source (as indicated on the post). Enjoy :-) I fixe also some mistakes or misprints found in the Book, Look the Errata file. ../The%20Book.htmlhttp://math.huji.ac.il/~piz/documents/DBlog-Errata.pdfshapeimage_7_link_0shapeimage_7_link_1
Get the updated ERRATA file
of the book Diffeology here...
Send me your comment  mailto:piz@math.huji.ac.il?subject=From%20your%20Blogshapeimage_9_link_0