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#OpenProblems
Posts tagged #OpenProblems on Bluesky

7/
Open questions: How do partners find each other in the dark? What’s the drag vs. defense trade-off for mega-anemones? Are there shared genetic tweaks for building mineral layers? #EvoEco #OpenProblems

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Open Problems: Cracking Cell Complexity Together

Open Problems: Cracking Cell Complexity Together

Cracking Cell Complexity Together 💡

#OpenProblems is an open-source platform co-led by #HelmholtzMunich and Yale to benchmark and improve computational tools for single-cell genomics.

It offers standardized benchmarking, transparent evaluations, and cloud-based workflows.

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While related to the well-known #SeymourConjecture (proposed ~1990/95), the #SullivanConjecture is more recent (2006). Consequently, there's comparatively less research on this second neighborhood problem.
#GraphTheory #ComputerScience #OpenProblems #ResearchSkills #Math

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Day 8 of SSNC facts! Yesterday we mentioned that the #SeymourConjecture isn't alone. Lets look at the #SullivanConjecture. It asks if the out-degrees of a node's second out-neighborhood are at least twice its in-degree. How are these conjectures similar? Different? #GraphTheory #OpenProblems #math

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It's not just related conjectures! Tackling #OpenProblems like #SeymourConjecture reinforces classroom #Algorithms like #BFS and #DFS. Practical application deepens understanding. #GraphTheory #ComputerScience #Math #Dev #Programming

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Day 7 of the #SSNC facts! The #SeymourConjecture isn't the only conjecture in graph theory. There are related conjectures, like the #SullivanConjecture and the #DeanConjecture, that explore similar ideas about graph structure and neighborhoods. #GraphTheory #OpenProblems

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This is just a simple statement But it's also a decades-long puzzle? Is the #SeymourConjecture like an unbeatable video game challenge? What hidden complexity lies in these #OrientedGraphs? #MathProblems #Unsolved #GraphTheory #OpenProblems

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The beautiful aspect of the #SeymourConjectire and many #OpenProblems is that it seems intuitively true, but proving them has been difficult. Why do you think that is? #GraphTheory #Math #SSNC #MathPuzzles

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