Hello everyone, I am Atahan Haznedar from Turkey. Even though Turkish is my 
native language, I am fluent with English. I am a third year Mathematics 
undergraduate in Bogazici University in Istanbul. I have been using Linux 
for 2 years to understand what really open source is, and I have always 
wanted to be a part of a group to help develop an open source software. I 
am hoping that GSoC will help me achieve to be part of a group to develop 
open source project. I started coding with Python 3 years ago, and I have 
been using it since then for academic purposes and I feel confident about 
it. I have basic coding experience with C++ (Mostly scripting and 
optimization purposes) and Octave (Machine Learning course on Coursera by 
Andrew NG) as well, however I am more familiar with Python. I am studying 
with 2 different professors at the same time. With one of them we started 
to learn Gröebner Bases with the book "Ideals, Varieties, and Algorithms by 
Cox". With the other professor we have read some chapters on "Undergraduate 
Convexity by Niel Lauritzen" and "Lectures in Geometric Combinatorics By 
Rekha R. Thomas". At the moment we are implementing an algorithm that uses 
cones and linear programming optimization for a linearly constrained linear 
extension problem. I have taken 2 semester Abstract Algebra course that 
includes Groups, Rings, Fields, and Galois Theory from the book "A First 
Course in Abstract Algebra by Fraleigh". My main expertise and area of 
interest is actually Mathematical Logic and Geometry. At the moment I am 
willing to help contributing to Gröebner Bases algorithm however if someone 
thinks that my help will be better on different topic its not a problem for 
me. As for the Gröebner Bases algorithm I can see that the documentation in 
the sympy is not that heavy at the moment so I can easily start. I am open 
to any recommendation of books or lectures to this topic since I am 
flexible as a student. 

1. Should I check the book "Groebner Bases: A Computational Approach to 
Commutative Algebra" before starting?
2. Apart from the articles that are referenced do you recommend anything 
else to start with?
2. Apart from the articles that are referenced do you recommend anything 
else to start with?
3. Couldn't find the link for old GSoC22' to see what has been done in the 
last year for the gröebner bases. Can you link me to it if there is a 
summary for it?

Thanks in advance.

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