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math.CO2021
Erdős-Ginzburg-Ziv type generalizations for linear equations and linear inequalities in three variables
Mario Huicochea, Amanda Montejano
For any linear inequality in three variables , we determine (if it exist) the smallest integer such that: for every mapping $χ…
math.MG2021
On the minimum number of high degree curves containing few points
Mario Huicochea
In this paper we state two quantitative Sylvester-Gallai results for high degree curves. Moreover we give two constructions which show that these results are not trivial.