二次有理映射模空间中抛物线切片Per_1(e^{2πi p/q})的模型
A model for the parabolic slices Per_1(e^{2πi p/q}) in moduli space of quadratic rational maps
AI总结：
本文提出二次有理映射模空间中抛物线切片Per_1(e^{2πi p/q})的相关性区域模型，并证明其忠实性。
摘要：
在二次有理映射的模空间中抛物线切片Per_1(e^{2πi p/q})中引入了相关性区域的概念。这些区域是二次多项式切片中断开或逃逸区域的对应物。提出了这些区域的模型，并给出了证明该模型忠实性的策略。
英文摘要：
The notion of relatedness loci in the parabolic slices Per_1(e^{2πi p/q}) in moduli space of quadratic rational maps is introduced. They are counterparts of the disconnectedness or escape locus in the slice of quadratic polynomials. A model for these loci is presented, and a strategy of proof of the faithfulness of the model is given.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
