source code
I am moving all my code to
github. Below are only old libs.
Here are some pieces of code from specific projects. Please contact me
if you have problems with these.
- LGP
- Code for the ICRA'17 paper
on Multi-Bound Tree Search for Logic-Geometric Programming in
Cooperative Manipulation Domains. Note, this is not cleaned at
all. It is meant as a documentation of the experiments, not as a
library to be usable by others. Contact me for a newer version.
- FOL
- An implementation of Relational Activity Processes and basic Monte-Carlo on top. This uses an unusual and minimalistic
implementation of first order logic that represents a KB as a graph and offers efficient methods to compute feasible
substitutions. The representation is flexible enough to represent stochastic (decision) rules (as in STRIPS or NDRs),
regression trees, agregate literals, etc.
- KOMO [14] (paper)
- K-Order Constrained Motion Optimization
- libOptim
- Basic routines for optimization. I use it in my Optimization course.
- libRoboticsCourse.13
libRoboticsCourse.13.msvc
[12,
11.1,
10.2,
10.1]
- Robot Simulation Toolkit. See the course webpage and guide.pdf for details.
- libMLcourse.14 [13, 12]
-
Implements basic regression, classification and Reinforcement
Learning algorithms (e.g., kernel ridge [logistic] regression and
alike). See the course
webpage for details.
- libArray.13
- Our Array
class (Simple array container to store arbitrary-dimensional arrays
(tensors); similar operator syntax to Matlab; many standard
array/matrix/tensor operations.)
- truncGauss.09.2 [09.1]
- An efficient
algorithm to compute truncated Gaussians. Please see the corresponding note for a
description. This can be used as an ingredient for Expectation
Propagation. Consider the product of a Gaussian with a heavyside
function. The heavyside function is a zero-or-one function that is
aligned with an arbitrary hyperplane in high dimensions. The remains
of the Gaussian multiplied with the heavyside can again be
approximated with a Gaussian. This is what the algorithm
computes.
- libAICO.12 [12.1, 10.1, 09.4, 09.3, 09.2, 09.1]
- Approximate Inference
Control for solving Optimal Control and trajectory planning
problems. See the guide.pdf for
details. This includes an implementation of Approximate Inference
Control (AICO, Toussaint ICML 2009) and other SOC methods (like
iLQG). For completeness, it also includes basic robot simulation
tools that link with external collision engines (SWIFT++, code is
included in this package) or dynamics (Featherstone's code, ODE,
IBDS). All SOC methods are implemented on the basis of an abstract
description of SOC problems (the SocAbstraction class) -- in
principle, any other simulator can be used to implement this
abstraction and thereby apply the SOC methods on other
platforms.
- libInfer.12 [11.1]
- This
code implements very basic inference methods in factor graphs of
discrete random variables: elimination, Junction Tree, belief
propagation. Think of this more as educational code than high
performance (although I tried to optimize the basic computational
elements, like tensor elimination, permutation, product,
etc). Sparse tensors are not implemented, which is perhaps the most
severe efficiency bottleneck in many applications. We only used this
code in our POMDP solvers.
- krr.09.1 [08.1]
- An implementation of Kernel Ridge Regression. This is a
direct translation of the
Matlab
code by Dr Gavin C. Cawley
- MDP.08.3
[08.2, 08.1]
- Code for the UAI 2008 paper
- bayesianSearchGame.09.1
- The Bayesian Search Game. The source code compiles under
Linux. You may also download the old windows executable. See this page for details.
- lwpr.06.2.zip
[06.1,
05.1]
- Locally Weigthed Projection Regression. Original algorithm by Sethu
Vijayakumar, coded by Narayanan Edakunni and Giorgos Petkos, cleaned
up and made more efficient by myself.
- TCS.05.1.zip
- Compression EDA and GA. The code I used in the Theoretical
Computer Science paper (2006).
Recent Posts
pdf
Probabilities & Energy.
Die gängigen Erklärungen zu “Was ist Informatik?” – etwa von der
Gesellschaft für Infomatik,
der
TU Dresden,
oder auf Wikipedia –
machen es einem schwer, sic...