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In this chapter we study more general (degenerate) spectral networks which are very relevant for a number of physical applications. A special class of such general networks arises when all leaves of the critical graph for a Strebel differential have both ends on branch points. Such spectral networks are called Fenchel–Nielsen spectral networks due to their relationship with certain length-twist parameters, a construction that will be demonstrated in Sect. 16.6 .

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General and Fenchel–Nielsen Spectral Networks

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  • 发表日期：

    2026年

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  • Clarence Kineider,
  • Georgios Kydonakis,
  • Eugen Rogozinnikov,
  • Valdo Tatitscheff,
  • Alexander Thomas

摘要

In this chapter we study more general (degenerate) spectral networks which are very relevant for a number of physical applications. A special class of such general networks arises when all leaves of the critical graph for a Strebel differential have both ends on branch points. Such spectral networks are called Fenchel–Nielsen spectral networks due to their relationship with certain length-twist parameters, a construction that will be demonstrated in Sect. 16.6 .