A series of lectures on homomorphisms of colored mixed graphs
This is an attempt to conduct a few lectures on homomorphisms of colored mixed graphs and related topics intended for those who want to learn the topic. We have tried to design the lecture series in such a way that it will help a graduate student or an interested researcher to learn the topic step by step like a course. Moreover, by the end of the lecture series she/he will be able to conduct research on the same. The plan is to conduct several sessions and upload the timetable, lecture videos, and slides here in this webpage.
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Session 4
Find the timetable here.
1. A brief survey on homomorphisms of colored
mixed graphs by Ms. Taruni S.
2. The proof of the Raspaud-Sopena Theorem by
Mr. Pavan PD.
The videos for the above two lectures can be found
here.
3. The proof of the generalization of the Raspaud-Sopena Theorem
by Ms. Taruni S.
video.
4. The tightness proof of the generalization of the Raspaud-Sopena Theorem
by Prof. Soumen Nandi.
video.
Session 3
Find the timetable here.
1. A survey on homomorphism of undirected graph by Prof. Sagnik Sen.
2. Tutorial session by Prof. Soumen Nandi and Prof. Sagnik Sen.
Find here the video and slides and
the tutorial question paper of this session.
Session 2
Find the timetable here.
1. Basics of orders and relations by Prof. Joydeep Mukherjee.
video and slide
2. Homomorphism order, category, and the density theorem by Prof. Sagnik Sen.
video and slide
Session 1
Find the timetable here.
1. Basics of graph homomorphisms by Prof. Soumen Nandi.
video and slide
2. Basics of category theory by Prof. Shreedevi Masuti.
video and slide