Books on graph/network theory with linear algebra focus I am interested on getting feed back on books that are graph theory with focusing on linear algebra(have taken several courses on Linear Algebra) 
I have gone through 


*

*Introductory Graph Theory by Gary Chartrand

*Graph Theory and Complex Networks: An Introduction by Maarten van Steen

*Graphs and Matrices by Ravindra B. Bapat


This is for personal learning to help me understand graph/network theory and how it interacts with geography. I have applications that do all the work around network theory but I want to actually learn it. 
thanks for any feedback 

This question is very similar to the question 

Textbook on Graph Theory using Linear Algebra

except the stress on the networks so I could find

Book recommendation for network theory

but I could not find a question on network theory and linear algebra, except that what is the difference between network theory and graph theory that considers graphs with terminals (vertices that cannot fail)? 
Anyway, instead of focusing too much on the network theory because the term, network, used in so different meanings, I suggest the thread as a starter where some authors are suggesting books

First book on algebraic graph theory?

