Title: An online version of Rota's Basis Conjecture Abstract: In this talk, I will present the results of my graduation project for Industrial and Applied Mathematics. Rota's Basis Conjecture claims that, whenever there are n bases of an n-dimensional vector space, there are n disjoint transversals of these bases that are also bases. An analogous conjecture exists for rank n matroids. Some background on this conjecture, as well as a (stronger) online version of this conjecture will be discussed. For the special case of graphic matroids, a combinatorial algorithm will be discussed that solves the problem for at least n up to 4.