Guangdong Technion-Israel Institute of Technology

output

20152026

most citedTwo dimensional magnets: Forgotten history and recent progress towards spintronic applications

234 citations

researchers with a paper here

Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.

collaborating institutions

Showing 2025Show all

12 papers · 1 filter

math.MG2025

Shortest paths in planar domains with hyperbolic type metrics

Shuliang Gao, Anni Hakanen, Antti Rasila +1

We study planar domains $G$ equipped with a hyperbolic type metric and approximate geodesics that join two points $x, y \in G$ and their lengths. We present an algorithm that enable…

cond-mat.stat-mech2025

Extreme events scaling in self-organized critical models

Abdul Quadir, Haider Hasan Jafri

We study extreme events of avalanche activities in finite-size two-dimensional self-organized critical (SOC) models, specifically the stochastic Manna model (SMM) and the Bak-Tang-…

cond-mat.mtrl-sci2025★ 1 cited

Towards a deeper fundamental understanding of (Al,Sc)N ferroelectric nitrides

Peng Chen, Dawei Wang, Alejandro Mercado Tejerina +4

Density Functional Theory (DFT) calculations, within the virtual crystal alloy approximation, are performed, along with the development of a Landau-type model employing a symmetry-…

cond-mat.supr-con2025

Three-dimensional flat bands and possible interlayer triplet pairing superconductivity in the alternating twisted NbSe $_{2}$ moiré bulk

Shuang Liu, Peng Chen, Shihao Zhang

Moiré superlattices hosting flat bands and correlated states have emerged as a focal topic in condensed matter research. Through first-principles calculations, we investigate three…

math.RA2025

On the rigidity of k-step nilpotent graph Lie algebras

Josefina Barrionuevo, Paulo Tirao

We thoroughly explore the class of k-step nilpotent Lie algebras associated with a simple graph looking for k-step nilpotent Lie algebras which are rigid in the variety of at most…

cond-mat.mes-hall2025

Interactions-controlled magnetotransport in two-dimensional massless-massive fermion mixtures

Y. Huang, D. S. Eliseev, V. M. Kovalev +3

The presence of two types of holes, namely the Dirac holes and the massive holes, in a two-dimensional sample exposed to an external permanent magnetic field leads to the emergence…

math.CV2025★ 3 cited

Note on real and imaginary parts of harmonic quasiregular mappings

Suman Das, Antti Rasila

If $f = u + i v$ is analytic in the unit disk $D$ , it is known that the integral means $M_{p} (r, u)$ and $M_{p} (r, v)$ have the same order of growth. This is false if $f$ is a (compl…

physics.optics2025

Two-color harmonic spectroscopy of ultrafast Dirac electron dynamics

Zhaopin Chen, Camilo Granados, Eyal Uzner +5

High-harmonic generation (HHG), the hallmark effect of attosecond science, is a nonperturbative nonlinear process leading to the emission of high-harmonic light from gases and soli…

math.CV2025

Hölder continuity and composition operators in pluriharmonic Bloch spaces

Jie Huang, Suman Das, Antti Rasila

We show a Hölder estimate of order $1/ n$ for pluriharmonic Bloch mappings in the unit ball $B^{n} \subset C^{n}$ with respect to the Bergman metric. We apply this to…

quant-ph2025

Spontaneous Emission from Electronic Metastable Resonance States

Amir Sivan, Milan Šindelka, Meir Orenstein +1

We demonstrate that calculating the spontaneous emission decay rate from metastable resonance states (states with finite lifetimes embedded in the continuum) requires considering t…

quant-ph2025★ 1 cited

Fundamental solutions of heat equation on unitary groups establish an improved relation between $ε$ -nets and approximate unitary $t$ -designs

Oskar Słowik, Oliver Reardon-Smith, Adam Sawicki

The concepts of $ε$ -nets and unitary ( $δ$ -approximate) $t$ -designs are important and ubiquitous across quantum computation and information. Both notions are closely related and the…

math.CO2025★ 1 cited

Completed Cycles Leaky Hurwitz Numbers

Davide Accadia, Maksim Karev, Danilo Lewański

We introduce $(r + 1)$ -completed cycles $k$ -leaky Hurwitz numbers and prove piecewise polynomiality as well as establishing their chamber polynomiality structure and their wall cross…