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Title:          The Santaló point for the Holmes-Thompson boundary area
Subject:        Advances in Mathematics, 397 (2022) 108118. 10.1016/j.aim.2021.108118
Author:         Florent Balacheff
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      Title: The Santaló point for the Holmes-Thompson boundary area
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       Item: 
        Title: 1 Introduction
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         Item: 
          Title: Acknowledgments
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       Item: 
        Title: 2 Background on the Holmes-Thompson notions of volume and area
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         Item: 
          Title: 2.1 Holmes-Thompson volume on continuous Finsler manifolds
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          Title: 2.2 Holmes-Thompson volume and area in normed spaces
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         Item: 
          Title: 2.3 Crofton formula for hypersurfaces in Minkowski spaces
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         Item: 
          Title: 2.4 Holmes-Thompson duality formula
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        Title: 3 Strict convexity and properness
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         Item: 
          Title: 3.1 Proof of the strict convexity
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         Item: 
          Title: 3.2 Proof of the properness
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         Item: 
          Title: 3.3 A new affine-invariant point
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          Title: 3.4 Further study of the strict convexity
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        Title: 4 Equiaffine differential geometry
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        Title: 5 Measure of lines in terms of hyperplanes
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          Title: 5.1 Technical lemmas
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          Title: 5.2 Proof of Proposition 5.2
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        Title: 6 First variation of the dual area under translations
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          Title: 6.1 Preliminaries
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          Title: 6.2 Proof of Theorem 1.4
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       Item: 
        Title: References
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