Non-Kähler Complex Structures on \(\mathbb {R}^{2n}\)

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发表日期：

2025年

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Naohiko Kasuya

摘要

In this chapter, we explain the construction of non-Kähler complex structures on \(\mathbb {R}^{2n}\) for any \(n\geq 2\) . The case \(n>2\) is due to Calabi–Eckmann and the case \(n=2\) is due to Di Scala–Kasuya–Zuddas.

In this chapter, we explain the construction of non-Kähler complex structures on \(\mathbb {R}^{2n}\) for any \(n\geq 2\) . The case \(n&gt;2\) is due to Calabi–Eckmann and the case \(n=2\) is due to Di Scala–Kasuya–Zuddas.

Non-Kähler Complex Structures on \(\mathbb {R}^{2n}\)

摘要

In this chapter, we explain the construction of non-Kähler complex structures on \(\mathbb {R}^{2n}\) for any \(n\geq 2\) . The case \(n>2\) is due to Calabi–Eckmann and the case \(n=2\) is due to Di Scala–Kasuya–Zuddas.