Spherical Trapped Surfaces in Gauss-Bonnet Gravity

会议论文
发表日期：

2025年

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Akshay Kumar,
Suresh C. Jaryal,
Ayan Chatterjee

摘要

The Gauss-Bonnet theory arises as a truncation of the Lovelock action. We use this action to understand the gravitational collapse of spherical shell of matter. The gravitational collapse of spherical symmetrical dust matter is detailed by taking different density profiles as initial data.

The Gauss-Bonnet theory arises as a truncation of the Lovelock action. We use this action to understand the gravitational collapse of spherical shell of matter. The gravitational collapse&#xa0;of spherical symmetrical dust matter is detailed by taking different density profiles as initial data.

Spherical Trapped Surfaces in Gauss-Bonnet Gravity

摘要

The Gauss-Bonnet theory arises as a truncation of the Lovelock action. We use this action to understand the gravitational collapse of spherical shell of matter. The gravitational collapse of spherical symmetrical dust matter is detailed by taking different density profiles as initial data.