Effects of topological constraints on globular polymers by Imakaev, Maksim Viktorovich, Tchourine, Konstantin M., Nechaev, Sergei K., Mirny, Leonid A

“…Topological constraints can affect both equilibrium and dynamic properties of polymer systems and can play a role in the organization of chromosomes. …”
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Topological phases in narrow-band systems by Tang, Evelyn (Evelyn May Yin)

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Investigation of magnetic interactions in topological insulators by Li, Mingda

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Minimal models for topological Weyl semimetals by McCormick, Timothy M., Kimchi, Itamar, Trivedi, Nandini

“…Topological Weyl semimetals (TWS) can be classified as type I TWS, in which the density of states vanishes at the Weyl nodes, and type II TWS, in which an electron pocket and a hole pocket meet at a singular point of momentum space, allowing for distinct topological properties. …”
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Topological semimetals with helicoid surface states by Fang, Chen, Lu, Ling, Liu, Junwei, Fu, Liang

“…We show that the surface dispersions of topological semimetals map to helicoidal structures, where the bulk nodal points project to the branch points of the helicoids whose equal-energy contours are Fermi arcs. …”
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Plexciton Dirac points and topological modes by Yuen-Zhou, Joel, Saikin, Semion K., Zhu, Tony, Onbasli, Mehmet Cengiz, Ross, Caroline A, Bulovic, Vladimir, Baldo, Marc A

“…The resulting energy gap becomes populated with topologically protected one-way modes, which travel at the interface of this plexcitonic system. …”
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Boundary-bulk relation in topological orders by Kong, Liang, Zheng, Hao, Wen, Xiao-Gang

“…In this paper, we study the relation between an anomaly-free n+1 D topological order, which are often called n+1 D topological order in physics literature, and its n D gapped boundary phases. …”
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The topology of Baues complexes and flip graphs by Liu, Xue (Mathematician)

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Topology hiding computation on all graphs by LaVigne, Rio (Kristen Rio)

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Topological Phase Transitions in Multicomponent Superconductors by Wang, Yuxuan, Fu, Liang

“…We study the phase transition between a trivial and a time-reversal-invariant topological superconductor in a single-band system. …”
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Crystalline topological phases as defect networks by Thorngren, Ryan, Else, Dominic V

“…A crystalline topological phase is a topological phase with spatial symmetries. …”
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Recognition of topological invariants by iterative arrays. by Beyer, Wendell Terry

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Topology on a new facet of bismuth by Ma, Qiong, Xu, Su-Yang, Fu, Liang

“…Bismuth-based materials have been instrumental in the development of topological physics, even though bulk bismuth itself has been long thought to be topologically trivial. …”
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Fragile topological phases in interacting systems by Else, Dominic V., Po, Hoi Chun, Watanabe, Haruki

“…Such topological phases have a weaker sense of robustness than their conventional counterparts, and are therefore dubbed “fragile topological phases.” …”
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Difference frequency generation in topological semimetals by Zhang, Yang

“…Our work provides a complete picture of the DFG in the length gauge approach, in the clean, noninteracting limit, and highlights a plausible experiment to measure topologically quantized photocurrents in metals.…”
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Topology-Hiding Computation on All Graphs by Akavia, Adi, LaVigne, Rio, Moran, Tal

“…Abstract A distributed computation in which nodes are connected by a partial communication graph is called topology hiding if it does not reveal information about the graph beyond what is revealed by the output of the function. …”
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Stochastic and topological fracture geometry model by Lee, Jun-Suk

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Free boundaries subject to topological constraints by Jerison, David, Kamburov, Nikola

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Topology discovery using path interference by Rai, Anurag, Modiano, Eytan H

“…Using this information, we formulate the topology inference problem as an integer program and develop polynomial time algorithms to solve it optimally for networks with tree and ring topologies. …”
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Enabling Topological Planning with Monocular Vision by Stein, Gregory Joseph, Bradley, Christopher, Preston, Victoria, Roy, Nicholas

“…© 2020 IEEE. Topological strategies for navigation meaningfully reduce the space of possible actions available to a robot, allowing use of heuristic priors or learning to enable computationally efficient, intelligent planning. …”
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