In this note, we construct unbounded families of minimal surfaces of general type whose canonical map has a degree of 4 such that the limits of the slopesK2/χ assume countably many different values in the closed interval (Formula Presented).
Fallucca, F., Pignatelli, R. (2023). Some surfaces with canonical map of degree 4. PORTUGALIAE MATHEMATICA, 80(3-4), 391-400 [10.4171/pm/2106].
Some surfaces with canonical map of degree 4
Fallucca, Federico;
2023
Abstract
In this note, we construct unbounded families of minimal surfaces of general type whose canonical map has a degree of 4 such that the limits of the slopesK2/χ assume countably many different values in the closed interval (Formula Presented).
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