I am looking for textbooks, lecture notes, lecture videos on rigorous introductions to condensed matter physics. I'd prefer to not be referred to monographs for an introduction as they tend to be quite dense in my experience. I would however, be welcome to try any that are actually written from a pedagogical perspectove. What I am looking for are resources with a level of rigor equivalent to Thirring's Quantum Mathematical Physics, but I could settle for books like Talagrand's What Is A Quantum Field Theory? which is quite rigorous to some level and sympathetic to concerns for rigor in any non-rigorous essential methods/tools used by physicists.
As for my background, I'm a master's student in physics and I have a fair idea about the physics lingo on these subjects and have taken courses on them. I also have background on axiomatic quantum theory, group theory and differential geometry. However, I'm looking to start afresh with more precise terminology and a well-organised Definition-Theorem-Proof kind of approach. I prefer resources that are comprehensive (covering roughly the topics in Girvin and Yang's Modern Condensed Matter Physics) and pedagogically oriented with sufficient attention to the applications (in at least, the form of problems) as opposed to dense travesties that only focus on the mathematics itself. To cite an example for what I mean by this, I would, for learning mathematical analysis choose a Zorich over a Rudin anyday.
PS: I hope that paints a clear picture of what I need and hopefully I can be directed to such resources. I have carefully looked at similar questions to mine but haven't found any material that I would consider introductory, be it in the comments or the answers to those questions.
