… in alpha shapes. Since our uppmach shares my properties with the alpha shape filtmtion and
… to the local geometry we call it conformal alpha shape filtration. The local scale parmter is …

… conformal scale as done with conformal alpha shapes. In Sect. 4, we discuss how conformal
alpha shapes … We prove that conformal alpha shapes at a well defined scale are essentially …

… In Section 2, we describe conformal alpha shapes … on conformal alpha shapes with works
of Dong [8] and Seibert [20]. In Section 4, we present an algorithm to compute internal alpha …

… space-of-shapes that arises from conformal mappings, through the mathematical theory of
complex analysis. In this space, the shortest path between each two shapes is unique, and is …

… Conformal maps are particularly versatile and are backed by a uniquely rich … of conformal
mapping and provides both conceptual and practical arguments for its use. Discrete conformal …

… It is most closely related and can be viewed as an alternative to conformal histogram
regression (33). The main differences between our approach and conformal histogram regression …

… by a general conformal field theory involving some collection of conformal scalars φI, …
conformal weight dI. The 15 (linear) generators of the conformal transformations act on φI as …

… In this article, we argue that, when it comes to computing conformal structures, for example,
conformal parameterizations of surfaces, circles can be a far better basis upon which to …

… We investigate split conformal calibration schemes for the regression problem with d real-valued
targets. The underlying algorithm ˆf fit on Itrain is a multi-task Lasso point predictor [57]. …

… We study conformal blocks for the minimal SL(2,R) symmetry present in conformal field theories
… We find that the conformal blocks enjoy a surprising positive determinant property. This …