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Anomalous Behavior Induced by a Single Impurity in Non-Hermitian Topological Systems with Nonreciprocal Coupling. [PDF]

Entropy (Basel)
Wang J, Wang Z, Ma X, Yi X.
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Fabrication and Drag Reduction Performance of Bionic Surfaces Featuring Staggered Shield Scale Structures. [PDF]

Biomimetics (Basel)
Gu X, Cao P, Bai X, Fu Y.
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BOUNDARY PARAMETRIZATION AND THE TOPOLOGY OF TILES

Nagoya Mathematical Journal, 2016
As an application of the boundary parametrization developed in our previous papers, we propose a new method to deduce information on the connected components of the interior of tiles. This gives a systematic way to study the topology of a certain class of self-affine tiles. An example due to Bandt and Gelbrich is examined to prove the efficiency of the
Akiyama, Shigeki, Loridant, Benoît
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Persistent topology of decision boundaries

2015 IEEE International Conference on Acoustics, Speech and Signal Processing (ICASSP), 2015
Topological signal processing, especially persistent homology, is a growing field of study for analyzing sets of data points that has been heretofore applied to unlabeled data. In this work, we consider the case of labeled data and examine the topology of the decision boundary separating different labeled classes.
Kush R. Varshney, Karthikeyan Natesan Ramamurthy   +1 more
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The Boundary Topology of a Space

The American Mathematical Monthly, 1982
(1982). The Boundary Topology of a Space. The American Mathematical Monthly: Vol. 89, No. 5, pp. 307-309.
Brian M. Scott, Zachary Robinson
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Mesh Composition on Models with Arbitrary Boundary Topology

IEEE Transactions on Visualization and Computer Graphics, 2008
This paper presents a new approach for the mesh composition on models with arbitrary boundary topology. After cutting the needed parts from existing mesh models and putting them into the right pose, an implicit surface is adopted to smoothly interpolate the boundaries of models under composition.
Juncong Lin, Xiaogang Jin 0001, Charlie C. L. Wang, Kin-Chuen Hui   +3 more
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Exploring the Boundaries of Topology-Hiding Computation

2018
Topology-hiding computation (THC) is a form of multi-party computation over an incomplete communication graph that maintains the privacy of the underlying graph topology. In a line of recent works [Moran, Orlov & Richelson TCC’15, Hirt et al. CRYPTO’16, Akavia & Moran EUROCRYPT’17, Akavia et al.
Marshall Ball, Elette Boyle, Tal Malkin, Tal Moran   +3 more
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Tunneling boundary condition and topology change

Physical Review D, 1995
In this paper the tunneling boundary condition is reexamined in terms of the Morse function. The use of this function permits one, on the one hand, to describe the shape of the singularity when topology change is allowed, and, on the other hand, to define, in the same situation, a slicing procedure which allows one to define the boundary of superspace ...
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Arresting grain boundaries with topology

Nature Materials, 2021
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