I am going to be a senior undergraduate and am looking to really find the area of research that I would like to be engaged in during graduate-school/senior year. I have submitted one conference paper as a collaborating author (currently waiting for the reviewers) in the area of Social Network Analysis (mathematical modeling) and am currently working on a conference paper in Graph Algorithms.
As you might guess, I am double majoring in Math and Computer Science and would like to pursue a graduate degree in applied math. So far (I haven't taken all the undergrad courses yet!) I have enjoyed Algorithms, Real Analysis, Graph Theory and Differential Equations. In the future I am curious to learn more about Stochastic Modeling, Mathematical Logic, Artificial Intelligence, Complex Analysis, Fractals and Abstract Algebra.
- Where can I find current research journals about both the topics I have enjoyed and the topics I am curious to learn more about?
- Do any journals have mobile apps (IOS, Android, or Windows) in which they can be viewed?
- Where can I find unbiased information about the quality and related-data about journals?
EDIT: Do any journals "stream" (RSS feed) to GNU Emacs? or is there any type of package manager that will automatically download the latest publications? For example, I just found this "package/program" available in GNU Emacs. It is a list of AI publications from MIT up until 2005 (why would they stop then?)
Thanks for all the help! I am at least looking for a copy of a physical journal so I can take my eyes off the computer for a little bit! :)
Answer
@willwest has answered regarding CS. I will answer regarding math.
I would start with the journals of the AMS (pure math) and of SIAM (applied math). These are the pre-eminent professional societies in their fields and virtually all of their journals are top tier. In particular, you might start by browsing the Journal of the AMS and the SIAM Review, the most selective journals from each society.
The journal that a paper gets published in is becoming less and less important, since most researchers find articles through search engines or social media rather than by browsing journals. The best way to keep up with new research in a particular subfield of math or CS is to subscribe to the appropriate arXiv RSS feed; for instance, for numerical analysis this is http://arxiv.org/rss/math.NA. This is how I usually learn about relevant new research.
Note that few mathematical conferences have proceedings, and none that I know of are considered prestigious (in CS, the situation is roughly the opposite). If you want to know which journals are the most highly regarded, talk to faculty in the field.
Journal articles are PDFs, so you can view them with any mobile app that understands PDFs. If you want to read a hard copy, either print the paper or go to your campus library.
No comments:
Post a Comment