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Titlebook: Comparison Finsler Geometry; Shin-ichi Ohta Book 2021 The Editor(s) (if applicable) and The Author(s), under exclusive license to Springer

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Computation of eigenvalues and eigenvectors,This argument goes back to Ludwig Berwald’s important posthumous paper..The appearance of a geodesic variation reminds us of a characterization of covariant derivatives by using the Riemannian metric .. associated with a vector field .  whose integral curves are geodesics. In fact, this viewpoint le
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https://doi.org/10.1007/BFb0116611 introduce Berwald spaces, Hilbert and Funk geometries, and Teichmüller spaces and discuss their characteristic properties..We will revisit some of these examples in Chap. . in the context of measured Finsler manifolds (i.e., Finsler manifolds equipped with measures).
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Compressive Sensing for Vision,establish the existence and the regularity of global solutions to the heat equation. Coupled with the Bochner inequalities in the previous chapter, the analysis of heat flow leads to various analytic and geometric applications as we will see in the following chapters. We remark that, due to the nonl
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Sparse Representations in Radar,we present three kinds of applications of the Bochner inequality by generalizing the Γ-calculus to the Finsler setting (the so-called . Γ.)..Throughout these three chapters, we assume the compactness of . to avoid delicate technical issues. In this chapter, we show the ..- and ..-. followed by the .
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