Science topics: Geometry and TopologyInformation Geometry

Science topic

# Information Geometry - Science topic

This is a group for discussing information geometry. That is the field of study that uses tools from geometry to study statistics. Geometric methods can lead to greater insights in statistical estimation algorithms and understanding of various statistical tests from a new perspective. Will be of interest for geometers wishing to learn about statistics or vice versa.

Questions related to Information Geometry

How those algorithms mentioned above performs if we consider a long DNA sequence as input. what actually happens and what will be the outcome?

- Let (M,g,∇,J) be a Kaehlerian manifold with almost complex structure J and ∇ a torsion free affine connection of M. The
*dual (conjugate) connection*∇* of ∇ is defined by Xg(Y,Z)=g(∇_{X}Y,Z)+g(X,∇^{*}_{Y}Z). *The question is whether*J*is*∇*-*parallel.*- A remark: ∇
_{X}JY=J∇*_{Y}Z. - Many thanks in advance for your contributions.

I have no introduction to differential geometry so kindly point out some works aimed at beginners

I want to purchase software related to differential geometry of manifolds. Also, please suggest related manuals. Thanks in advance