Diagrammatic structures of the Nielsen identity by Yi-Lei Tang

“…In this paper, relying on an abelian toy model, we aim at proving this identity in a diagrammatic form with the R‾ξ gauge. …”
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How I Grow: Months Three and Four by Millie Ferrer, Keith Gouin

“…A loving parent is the best toy any baby can have. By creating a stimulating, playful environment, parents help their infant develop physically, socially, emotionally, and intellectually. …”
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Entanglement and expansion by K. Boutivas, G. Pastras, N. Tetradis

“…We demonstrate explicitly these features in a toy model of a scalar field in 1+1 dimensions.…”
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Bootstrapping the effect of the twist operator in the D1D5 CFT by Bin Guo, Shaun Hampton

“…Recently, a new method was developed using the Bogoliubov ansatz and conformal symmetry to compute this effect in a toy model of one free boson. In this paper, we use this method with superconformal symmetry to compute the effect of the twist operator in the D1D5 CFT. …”
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Fourier Transform for Locally Integrable Functions with Rotational and Dilation Symmetry by Jerzy A. Przeszowski, Elżbieta Dzimida-Chmielewska, Jan L. Cieśliński

“…The application of this method is illustrated both for the toy case, in which the function is integrable, so its Fourier transform can also be computed using the standard formula, and for the case of Coulomb-like potentials, which are only locally integrable functions. …”
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On a Linear Differential Game of Pursuit with Integral Constraints in <i>ℓ</i>² by Ibroximjon Zaynabiddinov, Marks Ruziboev, Gafurjan Ibragimov, Tiziana Ciano

“…The system we consider has a special right-hand side, which is not diagonal and serves as a toy model for controllable system of infinitely many interacting points. …”
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Effect of filler mass and binding on thermal conductivity of fully filled skutterudites by Zebarjadi, Mona, Esfarjani, Keivan, Yang, Jian, Ren, Z. F., Chen, Gang

“…The relations between the thermal conductivity of cagelike structures and their crystal parameters are investigated using a two-dimensional toy model. The model consists of host atoms on a rectangular lattice with fillers at the center of each rectangle. …”
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Wipe. by Chua, Yi Fang.

“…In a world where war robots are revered, the boy brings his toy versioned robot along as he journeys to become a robot pilot. …”
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Beyond single tetrahedron physics of the breathing pyrochlore compound Ba3Yb2Zn5O11 by Bag, R, Dissanayake, SE, Yan, H, Shi, Z, Graf, D, Choi, ES, Marjerrison, C, Lang, F, Lancaster, T, Qiu, Y, Chen, W, Blundell, SJ, Nevidomskyy, AH, Haravifard, S

“…We interpret these results using a simplified toy model and provide insight into the low-energy physics of this system beyond the single tetrahedron physics proposed previously.…”

Nonperturbative flat direction decay by Basbøll, A, Maybury, D, Maybury, D, Riva, F, West, S

“…We argue that supersymmetric flat direction vacuum expectation values can decay nonperturbatively via preheating. Considering a toy U(1) gauge theory, we explicitly calculate the scalar potential, in the unitary gauge, for excitations around several flat directions. …”

Negativity and its capacity in JT gravity by Kazumi Okuyama, Takeshi Tachibana

“…We first consider the JT gravity with dynamical branes, which serves as a toy model of the evaporating black hole. By including the backreaction of branes, we find that the refined Rényi negativity monotonically decreases at late time of the evaporation. …”
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Statistical inference of one-dimensional persistent nonlinear time series and application to predictions by Johannes A. Kassel, Holger Kantz

“…The method is illustrated for the ARFIMA(1,d,0) process and a nonlinear autoregressive toy model with multiplicative noise. We reconstruct a model for daily mean temperature data recorded at Potsdam, Germany and use it to predict the first-frost date by computing the mean first passage time of the reconstructed process and the 0^{∘}C temperature line, illustrating the potential of long-memory models for predictions in the subseasonal-to-seasonal range.…”
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Jeu de parquet et combinaisons, ou la double patrimonialisation d’un objet et de ses savoirs mathématiques by Lisa Rougetet, Michel Boutin

“…This all constitutes an original form of patrimonialization of mathematical knowledge based on an object often considered as a simple toy.…”
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Uncovering Discrete Non-Linear Dependence with Information Theory by Anton Golub, Gregor Chliamovitch, Alexandre Dupuis, Bastien Chopard

“…Both measurements are evaluated on toy examples and applied on high frequency foreign exchange data, focusing on 2008 financial crisis and 2010/2011 Euro crisis.…”
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Superconformal quantum mechanics and growth of sheaf cohomology by Nick Dorey, Boan Zhao

“…This growth serves as a toy model for our recently proposed duality between a seven dimensional black hole and superconformal quantum mechanics.…”
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Fisher and Shannon Functionals for Hyperbolic Diffusion by Manuel O. Cáceres, Marco Nizama, Flavia Pennini

“…A perturbation theory is presented to calculate Shannon’s entropy of the telegrapher’s equation at long times, as well as a toy model to describe the system as an attenuated wave in the ballistic regime (short times).…”
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Self-Organized Resonance during Search of a Diverse Chemical Space by Kachman, Tal, Owen, Jeremy Andrew, England, Jeremy L.

“…Here, we study the stochastic search of a toy chemical space by a collection of reacting Brownian particles subject to periodic forcing. …”
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Develop LEGO block for droplet manipulation by Tan, Miken

“…The LEGO block part is inspired by the famous toy Lego. These Lego-like parts are designed so that they can attach and detach at will to improve the versatility of the system. …”
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Implementation of acoustic source localization on smart devices by Chen, XiaoYu

“…Implemented ASL in Java program, this project produces a RaspberryPi (RPi) toy car for dog exercise. An Android-based application is also developed to control the car direction. …”
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Nonperturbative flat direction decay by Basboll, A, Maybury, D, Riva, F, West, S

“…We argue that supersymmetric flat direction vacuum expectation values can decay nonperturbatively via preheating. Considering a toy U(1) gauge theory, we explicitly calculate the scalar potential, in the unitary gauge, for excitations around several flat directions. …”