1. Web pages I regularly visit :
   

2. John Baez’s web site
   

3. The n-Category Café and the nLab
   

4. Alain Connes’s home page
   

5. Jacob Lurie’s home page
   

6. Bertrand Toën’s home page
   

7. Charles Weibel’s web site

1. I completed my PhD in 2012 at the University of Nice under the supervision of Carlos Simpson.
   

2. • Title: «Catégories faiblement enrichies sur une catégorie monoïdale symétrique» («Weakly enriched categories over a symmetric monoidal category»)
   

3. • Phd thesis manuscript: .pdf
   

1. I’ll be a postdoc at the University of Western Ontario, working in the research group of Rick Jardine
   

2. Here you can find my CV : .pdf
   

3. I am a member of the ANR project HODAG
   

4. My current interests are :
   

5. Homotopy theory
   

6. Hodge theory
   

Contact :

Laboratoire Jean-Alexandre Dieudonné Université de Nice Sophia Antipolis                 Parc Valrose
06108 Nice Cedex 2
E-mail: hugo.bacard[at]unice.fr
Tel : (+33) 04 92 07 62 79

1. Some math ressources :
   

2. «Homotopy Theory of Higher Categories» : An excellent book by Carlos, actually available on arxiv !!!
   

3. The Stacks Project :   Almost everything on Algebraic stacks and Algebraic geometry
   

4. J.S.Milne’s home page : There are a lot of  excellent notes on Algebraic geometry and Number theory
   

5. Rick Jardine’s home page : We can find many Lectures on Homotopy theory, K-theory, and Algebraic geometry
   

6. Encyclopaedia of Mathematics : A good math dictionnary
   

7. Allen Hatcher’s home page : Many books on Algebraic Topology, K-theory and other topics
   

8. Ravi Vakil’s home page : Many excellent notes on algebraic geometry and other topics
   

9. Noncommutative Geometry Ressource Center : A great  job !!
   

1. Diagrams : I use Xy-Pic  for my Latex diagrams. I learned to use Xy-Pic very quickly from Aaron Lauda’s website

1. Some citations I like :
   

1. «C’est dans cet acte   de «passer outre», d’être soi-même en somme et non pas seulement l’expression des consensus qui font loi, de ne pas rester enfermé à l’intérieur du cercle impératif qu’ils nous fixent- c’est avant tout dans cet acte solitaire que se trouve
   

«la création». Tout le reste vient par surcroît.»

                                                                                                                   Alexandre Grothendieck 

[Récoltes et Semailles: L’importance d’être seul]

                                                                                                                          

1. «In mathematics, there are not only theorems. There are, what we call, "philosophies" or "yogas," which remain vague. Sometimes we can guess the flavor of what should be true but cannot make a precise statement. When I want to understand a problem, I first need to have a panorama of what is around it. A philosophy creates a panorama where you can put things in place and understand that if you do something here, you can make progress somewhere else. That is how things begin to fit together.»
   

                                                

                                                                                                                   Pierre Deligne , talking about  ‘Yoga’.

[In Mathematicians, Mariana Cook, PUP, 2009, p156.]

1.   «Il n’y a sans le rêve ni art, ni mathématiques, ni vie… »           
   

                                                                           

                                                                                                                   Michael Atiyah

                                    

1. Events :
   

2. Olivia and me have organized the «Colloque Doctorants Dieudonné 2010».  Here is the corresponding webpage .
   

1. Posters :
   

2. Here  is my poster exposed  during the «Journée des doctorants 2° année».
   

1. Selected talks :
   

2. Segal Enriched Categories : my talk at the «Young Topologists Meeting» 2010  in Copenhagen.
   

3. Co-Segal categories: Colloquium in Göttingen  (2012)
   

4. Catégories enrichies et faiblement enrichies: talk at the «Colloque Doctorant 2012» (in French)

1. Preprints :
   

2. Segal Enriched Categories I : http://arxiv.org/abs/1009.3673 
   

3. Lax Diagrams and Enrichment : http://arxiv.org/abs/1206.3704
   

4. Segal Enriched Categories II : In progress