81 citations · 511 across the 27 of their papers we have counts for
28 papers
Lattice paths and quiver generating series with higher level generators
Dušan Đorđević, Marko Stošić
The generalized knots-quivers correspondence extends the original knots-quivers correspondence, by allowing higher level generators of quiver generating series. In this paper we ex…
Torus knots and generalized Schröder paths
Marko Stošić, Piotr Sułkowski
We relate invariants of torus knots to the counts of a class of lattice paths, which we call generalized Schröder paths. We determine generating functions of such paths, located in…
Branches, quivers, and ideals for knot complements
Tobias Ekholm, Angus Gruen, Sergei Gukov +4
We generalize the invariant, i.e. for the complement of a knot in the 3-sphere, the knots-quivers correspondence, and -polynomials of knots, and find sev…
Tangle addition and the knots-quivers correspondence
Marko Stosic, Paul Wedrich
We prove that the generating functions for the one row/column colored HOMFLY-PT invariants of arborescent links are specializations of the generating functions of the motivic Donal…
A new solution to square matrix completion problem
Marija Dodig, Marko Stosic
In this paper we give a novel solution to a classical completion problem for square matrices. This problem was studied by many authors through time, and it is completely solved in…
More on the properties of the generalized majorization
Marija Dodig, Marko Stosic
In this paper, we give corrected and improved definitions of the sets and compared to [1]. By using these new definitions, we go throughout the proof of the main result in…