Titlebook: Oculoplastic and Orbit Casebook; Adit Gupta,Prerana Tahiliani Book 2024 The Editor(s) (if applicable) and The Author(s), under exclusive l

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ts (Chalopin & Gon?alves, SODA 2009), .-shapes (Gon?alves?.., SODA 2018). For general graphs, however, even deciding whether such representations exist is often .-hard. We consider apex graphs, ...., graphs that can be made planar by removing one vertex from them. We show, somewhat surprisingly, tha

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Manjula Sharma,Manpreet Kaur,Aditi Mehta,Manpreet Singhts (Chalopin & Gon?alves, SODA 2009), .-shapes (Gon?alves?.., SODA 2018). For general graphs, however, even deciding whether such representations exist is often .-hard. We consider apex graphs, ...., graphs that can be made planar by removing one vertex from them. We show, somewhat surprisingly, tha

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Rwituja Thomas,Summy Bhatnagarts (Chalopin & Gon?alves, SODA 2009), .-shapes (Gon?alves?.., SODA 2018). For general graphs, however, even deciding whether such representations exist is often .-hard. We consider apex graphs, ...., graphs that can be made planar by removing one vertex from them. We show, somewhat surprisingly, tha

Affiliation

Aditi Mehtats (Chalopin & Gon?alves, SODA 2009), .-shapes (Gon?alves?.., SODA 2018). For general graphs, however, even deciding whether such representations exist is often .-hard. We consider apex graphs, ...., graphs that can be made planar by removing one vertex from them. We show, somewhat surprisingly, tha

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Adit Gupta,Prerana Tahilianits (Chalopin & Gon?alves, SODA 2009), .-shapes (Gon?alves?.., SODA 2018). For general graphs, however, even deciding whether such representations exist is often .-hard. We consider apex graphs, ...., graphs that can be made planar by removing one vertex from them. We show, somewhat surprisingly, tha

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Nandini Bothra,Ayushi Agarwalts (Chalopin & Gon?alves, SODA 2009), .-shapes (Gon?alves?.., SODA 2018). For general graphs, however, even deciding whether such representations exist is often .-hard. We consider apex graphs, ...., graphs that can be made planar by removing one vertex from them. We show, somewhat surprisingly, tha

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ANIM

Harshita Sharma,Sonal P. Yadavts (Chalopin & Gon?alves, SODA 2009), .-shapes (Gon?alves?.., SODA 2018). For general graphs, however, even deciding whether such representations exist is often .-hard. We consider apex graphs, ...., graphs that can be made planar by removing one vertex from them. We show, somewhat surprisingly, tha