%0 Journal Article %1 Shankar_2007 %A Shanker, O. %D 2007 %K complex_network, dimension networks, %N 6 %P 321-326 %T Defining Dimension Of A Complex Network %V 21 %X An important question in statistical mechanics is the dependence of model behavior on the dimension of the system. In this paper, we discuss extending the definition of dimension from regular lattices to complex networks. We use the definition to study how the extensive property of the power law potential exponent depends on dimension.

@article{Shankar_2007, abstract = {An important question in statistical mechanics is the dependence of model behavior on the dimension of the system. In this paper, we discuss extending the definition of dimension from regular lattices to complex networks. We use the definition to study how the extensive property of the power law potential exponent depends on dimension.}, added-at = {2010-05-10T08:12:01.000+0200}, author = {Shanker, O.}, biburl = {https://www.bibsonomy.org/bibtex/2bdc9d0683009f9795b6525b68574f58d/dhruvbansal}, file = {/home/dhruv/projects/work/papers/papers/Shankar_2007.pdf}, interhash = {9296d31be1e682bbbfc473aab1218391}, intrahash = {bdc9d0683009f9795b6525b68574f58d}, keywords = {complex_network, dimension networks,}, month = {March}, number = 6, pages = {321-326}, read = {nil}, timestamp = {2010-05-10T08:12:06.000+0200}, title = {Defining Dimension Of A Complex Network}, volume = 21, year = 2007 }