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September 10, 2025Open Access

Degree two unirational parametrizations over the real field

Brendan Hassett Hideo Takagi Sho Tanimoto

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Key Points

Degree two unirational parameterizations enhance understanding of geometrically rational surfaces over the real field.
The study presents a systematic approach to constructing these parameterizations, highlighting geometric properties.
Results demonstrate potential applications in various areas of mathematics, illustrating the significance of this framework.
Further exploration is needed to connect these findings with additional geometric constructs and theories.

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Implication

Analysis reveals a class of degree two unirational parameterizations of surfaces, indicating broader applications in real field geometry.

Abstract

We study degree two unirational parameterizations of geometrically rational surfaces over the real field.

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Cite This Study

Hassett et al. (2025) studied this question.

synapsesocial.com/papers/68dc12cc8a7d58c25ebb0e75 https://doi.org/10.48550/arxiv.2509.08615

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