Wiki for Econ. Job Market

Is anything similar in IE or B-school.

Advice for the Young Scientist

Another related article mentioned is Ten Lessons I Wish I Had Been Taught

The best deal for the Economist ever

Today when I got books from Amazon. I found such good coupon. There is only $100 for 51 issues of Economist plus $25 Amazon coupon. I wish that I could have to read.

oonumerics.org

It provide information about different package in the following catogories

• Linear Algebra
• Arrays and Images
• Neural Networks, genetic algorithms, machine learning, data mining
• High-Energy Physics and Quantum Chemistry
• Multiprecision, arbitrary precision data types
• Differential Equations
• Automatic differentiation and interval arithmetic
• Visualization
• Graph Theory/Combinatorics
• Language interoperability/scripting
• Transforms
• Optimization
• Miscellaneous
• Tools

But there are several packages in each catogory. If there is someone providing comparison, it will be great.

JabRef

A quite nice .bib document organizer.
It makes me comfortable to write down my comments to every paper I read.

A site contains optimization online resource

When I check the statistics for COR@L today
I get the following link, which provide some good online resource for optimization.
http://plato.asu.edu/sub/tutorials.html

Some useful toolboxs in Matlab for the optimization purpose

I will add more if I find or someone tell me.

Hybrid Toolbox

The Hybrid Toolbox is a Matlab/Simulink toolbox for modeling, simulating, and verifying hybrid dynamical systems, for designing and simulating model predictive controllers for hybrid systems subject to constraints, and for generating linear and hybrid MPC control laws in piecewise affine form that can be directly embedded as C-code in real-time applications.

YALMIP

YALMIP is a MATLAB toolbox for rapid prototyping of optimization problems. The package initially focused on semi-definite programming, but the latest release extends this scope significantly. YALMIP can now be used for:
convex linear, quadratic, second order cone and semidefinite programming.
non-convex quadratic and semidefinite programming (local & global).
mixed integer conic programming.
multi-parametric parametric programming.
geometric programming.

More toolboxes for Matlab are in Matlab Central