Non-uniqueness of minimal surfaces in a product of closed Riemann surfaces
We show that for every large enough g there exists a Fuchsian representation ρ:π1(Σg)→∏3i=1PSL(2,R) which yields multiple minimal surfaces in the corresponding product of closed Riemann surfaces.
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| Format: | Journal article |
| Language: | English |
| Published: |
Springer
2022
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| Summary: | We show that for every large enough g there exists a Fuchsian representation ρ:π1(Σg)→∏3i=1PSL(2,R) which yields multiple minimal surfaces in the corresponding product of closed Riemann surfaces. |
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