This is the sort of problem that can hook a kid on math, because its statement does not require a lot of background knowledge, and it is easily visualized.
#mathematics #math #geometry #OpenProblem
Source:https://buff.ly/ZXoABsh

I'm excited to share my #Math paper, alphaxiv.org/abs/2501.00614
It is my constructive #ProofByContradicton of the Seymour Second Neighborhood Conjecture, using #DataStructures and #Algorithms, #BFS and #coding intuition and rigor to #Research this #OpenProblem in #GraphTheory.

I'm excited to share my #Math paper, alphaxiv.org/abs/2501.00614
It is my constructive #ProofByContradicton of the Seymour Second Neighborhood Conjecture, using #DataStructures and #Algorithms, #BFS and #coding intuition and rigor to #Research this #OpenProblem in #GraphTheory.

I'm excited to share my latest #Math paper, alphaxiv.org/abs/2501.00614
It is my constructive #ProofByContradicton of the Seymour Second Neighborhood Conjecture, using #DataStructures and #Algorithms, #BFS and #coding intuition and rigor to solve this #OpenProblem in #GraphTheory.

I'm excited to share my latest #Math paper, alphaxiv.org/abs/2501.00614
It is my constructive #ProofByContradicton of the Seymour Second Neighborhood Conjecture, using #DataStructures and #Algorithms, #BFS and #coding intuition and rigor to solve this #OpenProblem in #GraphTheory.

I'm excited to share my latest #Math paper, alphaxiv.org/abs/2501.00614
It is my constructive #ProofByContradicton of the Seymour Second Neighborhood Conjecture, using #DataStructures and #Algorithms, #BFS and #coding intuition and rigor to solve this #OpenProblem in #GraphTheory.

I'm excited to share my latest #Math paper, alphaxiv.org/abs/2501.00614
It is my constructive #ProofByContradicton of the Seymour Second Neighborhood Conjecture, using #DataStructures and #Algorithms, #BFS and #coding intuition and rigor to solve this #OpenProblem in #GraphTheory.

#BellmanFord: unlike #Dijkstra's, it can handle negative arcs. But #SSNC isn't just about any paths. It's about paths of length 1 & 2 (1st & 2nd neighborhoods). Does Bellman-Ford address this? #SeymourConjecture #Research #OpenProblem #Math #ComputerScience

The #SSNC, in its tournament form, was proposed by Dean and Latka. This is actually the first time the general Seymour Conjecture was published. A significant moment in its history, as so many scholars would go on to do #research on this #OpenProblem. #math

The #SeymourConjecture states that there exists a vertex in an #OrientedGraph has at least as many vertices in its first second out-neighborhood as in its first out-neighborhood. This Conjecture has remained open since 1990. #OpenProblem #SSNC #GraphTheory #math #mathematics #mathsky #compsky

#OpenProblem