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Since 1960, the Journal of Mathematical Physics (JMP) has published some of the best papers from outstanding mathematicians and physicists. JMP was the first journal in the field of mathematical physics and publishes research that connects the application of mathematics to problems in physics, as well as illustrates the development of mathematical methods for such applications and for the formulation of physical theories.

The Journal of Mathematical Physics  (JMP) features content in all areas of mathematical physics. Specifically, the articles focus on areas of research that illustrate the application of mathematics to problems in physics, the development of mathematical methods for such applications, and for the formulation of physical theories. The mathematics featured in the articles are written so that theoretical physicists can understand them. JMP also publishes review articles on mathematical subjects relevant to physics as well as special issues that combine manuscripts on a topic of current interest to the mathematical physics community.

JMP welcomes original research of the highest quality in all active areas of mathematical physics, including the following:

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  • Representation Theory and Algebraic Methods
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  • Dynamical Systems
  • Classical Mechanics and Classical Fields
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  • Methods of Mathematical Physics

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  • 2018 : Arizona School of Analysis and Mathematical Physics; Workshop on probabilistic approaches to quantum spin systems; 7th Summer School on Current Topics in Mathematical Physics; XIX International Congress on Mathematical Physics; School on Mathematics of Non-equilibrium Statistical Mechanics, on the occasion of the sixtieth birthday of Claude-Alain Pillet
  • 2017 : Spectral Days 2017; ESI-EMS-IAMP - Mathematical Relativity Summer School “Between Geometry and Relativity”; International Conference on Clifford Algebras and Their Applications in Mathematical Physics (ICCA11)
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Focus  26 January 2021

Applied physics and mathematics

This page aims to highlight the most interesting papers published in Nature Communications in the interdisciplinary areas where diverse approaches at the boundaries of physics, mathematics, materials science and engineering take place to create new research opportunities.

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Featured articles

research paper on mathematical physics

Programming mechanics in knitted materials, stitch by stitch

Knitted fabrics are prized for their stretchability, breathability, and long-wearability in everyday life. This study combines experiments and simulations to present a micromechanical approach to understanding the origin of the anisotropic elasticity of four canonical patterns of knitted fabrics.

  • Krishma Singal
  • Michael S. Dimitriyev
  • Elisabetta A. Matsumoto

research paper on mathematical physics

TacticAI: an AI assistant for football tactics

In modern football games, data-driven analysis serves as a key driver in determining tactics. Wang, Veličković, Hennes et al. develop a geometric deep learning algorithm, named TacticAI, to solve high-dimensional learning tasks over corner kicks and suggest tactics favoured over existing ones 90% of the time.

  • Petar Veličković

research paper on mathematical physics

Higher-order Granger reservoir computing: simultaneously achieving scalable complex structures inference and accurate dynamics prediction

For reservoir computing, improving prediction accuracy while maintaining low computing complexity remains a challenge. Inspired by the Granger causality, Li et al. design a data-driven and model-free framework by integrating the inference process and the inferred results on high-order structures.

research paper on mathematical physics

Dynamical order and many-body correlations in zebrafish show that three is a crowd

Active matter systems, such as zebrafish groups, demonstrate similar collective dynamics to assemblies of particles, or interacting agents. The authors show that majority of dynamics patterns seen in large zebrafish groups are exhibited by a minimal group of three fish.

  • Alexandra Zampetaki
  • C. Patrick Royall

research paper on mathematical physics

Local prediction-learning in high-dimensional spaces enables neural networks to plan

The task of planning a sequence of actions, and dynamically adjusting the plan in dependence of unforeseen circumstances, remains challenging for artificial intelligence frameworks. The authors introduce a learning approach inspired by cognitive functions, that demonstrates high flexibility and generalization capability in planning tasks, suitable for on-chip learning.

  • Christoph Stöckl
  • Wolfgang Maass

research paper on mathematical physics

Large exchange-driven intrinsic circular dichroism of a chiral 2D hybrid perovskite

Li et al. report large circular dichroism in 2D chiral perovskite single crystals, arises from the inorganic sublattice, instead of chiral ligands, driven by electron-hole exchange interactions. This is evidenced by both reflective circular dichroism spectroscopy and ab initio theory.

research paper on mathematical physics

Emerging opportunities and challenges for the future of reservoir computing

Reservoir Computing has shown advantageous performance in signal processing and learning tasks due to compact design and ability for fast training. Here, the authors discuss the parallel progress of mathematical theory, algorithm design and experimental realizations of Reservoir Computers, and identify emerging opportunities as well as existing challenges for their large-scale industrial adoption.

research paper on mathematical physics

Low-frequency vibrational density of states of ordinary and ultra-stable glasses

Power-law scaling of low-frequency vibrational density of states is widely observed in glassy materials, yet the value of scaling exponents remains controversial. Here, Xu et al. identify two scaling exponents by separating stable from unstable glass to reconcile the debate in the literature.

  • Shiyun Zhang

research paper on mathematical physics

Elasticity-controlled jamming criticality in soft composite solids

Soft composite solids are building blocks for many functional and biological materials, yet it remains challenging to predict their mechanical properties. Zhao et al. propose a criticality framework to connect the mechanics to the critical behaviour near the shear-jamming transition of the dispersed inclusions.

research paper on mathematical physics

Learning the intrinsic dynamics of spatio-temporal processes through Latent Dynamics Networks

Predicting the evolution of dynamical systems remains challenging, requiring high computational effort or effective reduction of the system into a low-dimensional space. Here, the authors present a data-driven approach for predicting the evolution of systems exhibiting spatiotemporal dynamics in response to external input signals.

  • Francesco Regazzoni
  • Stefano Pagani
  • Alfio Quarteroni

research paper on mathematical physics

Learning stochastic dynamics and predicting emergent behavior using transformers

Learning the dynamics governing a simulation or experiment usually requires coarse graining or projection, as the number of transition rates typically grows exponentially with system size. The authors show that transformers, neural networks introduced initially for natural language processing, can be used to parameterize the dynamics of large systems without coarse graining.

  • Corneel Casert
  • Isaac Tamblyn
  • Stephen Whitelam

research paper on mathematical physics

Anticipating regime shifts by mixing early warning signals from different nodes

Early warning signals for rapid regime shifts in complex networks are of importance for ecology, climate and epidemics, where heterogeneities in network nodes and connectivity make construction of early warning signals challenging. The authors propose a method for selecting an optimal set of nodes from which a reliable early warning signal can be obtained.

  • Naoki Masuda
  • Kazuyuki Aihara
  • Neil G. MacLaren

research paper on mathematical physics

Sequential stacking link prediction algorithms for temporal networks

Link prediction in temporal networks is relevant for many real-world systems, however, current approaches are usually characterized by high computational costs. The authors propose a temporal link prediction framework based on the sequential stacking of static network features, for improved computational speed, appropriate for temporal networks with completely unobserved or partially observed target layers.

  • Amir Ghasemian
  • Peter J. Mucha

research paper on mathematical physics

A magnetic multi-layer soft robot for on-demand targeted adhesion

Magnetic soft robots offer a non-invasive way to deliver bioadhesives to targeted lesion sites to accelerate the healing. Authors present a magnetic multi-layer soft robot that is capable of performing navigated locomotion on biological tissues and on-demand multi-target adhesion at different sites.

  • Ziheng Chen
  • Jiangfan Yu

research paper on mathematical physics

Reconfigurable droplet networks

Earlier methods for droplet network stabilization require extremely precise control and manipulation with considerable energy consumption, making them difficult to implement. Here, the authors present 2D interfacial networks, formed by irreversible interfacial interactions between polymer chains dissolved in one liquid and ligands dissolved in a second immiscible liquid at random points along the chains.

  • Shuailong Li
  • Shaowei Shi

research paper on mathematical physics

β -Variational autoencoders and transformers for reduced-order modelling of fluid flows

Reduced-order models provide better understanding for complex spatio-temporal dynamics of fluid flows with high numbers of degrees of freedom and non-linear interactions. The authors propose a variational autoencoder and transformer framework for learning the temporal dynamics of the nonlinear reduced-order models relevant for fluid dynamics, weather forecasting, and biomedical engineering.

  • Alberto Solera-Rico
  • Carlos Sanmiguel Vila
  • Ricardo Vinuesa

research paper on mathematical physics

Chiral active particles are sensitive reporters to environmental geometry

There hasn’t been much experimental attention to the interaction of chiral active particles with complex environments. Chan et al. propose an interesting granular particle system based on natural plant seeds to examine the transport of chiral active matter in complex surroundings.

  • Chung Wing Chan

research paper on mathematical physics

Flow-induced periodic chiral structures in an achiral nematic liquid crystal

Under strong surface or geometric constraints, achiral nematic liquid crystals can form chiral structures. Using pressure driven flow, Zhang et al. show a pathway to mirror symmetry breaking that does not require such constraints and that occurs in nematic lyotropic chromonic liquid crystals.

  • Weiqiang Wang
  • Irmgard Bischofberger

research paper on mathematical physics

A retrofit sensing strategy for soft fluidic robots

In existing soft robotic sensing strategies, additional components and design changes are often required to sense the environment. Zou et al. introduce a retrofit self-sensing strategy for soft pneumatic actuators, utilizing internal pressure variations arising from interactions.

  • Sergio Picella
  • Johannes T. B. Overvelde

research paper on mathematical physics

Unconventionally fast transport through sliding dynamics of rodlike particles in macromolecular networks

Transport of rodlike particles in macromolecular networks is relevant to various biological processes and technological applications, where thin rods have been mainly in focus. Here the authors investigate diffusion dynamics of thick rods in confinement media of macromolecular networks, and uncover dependence of translational diffusion upon rod length.

  • Xuanyu Zhang
  • Xiaobin Dai
  • Li-Tang Yan

research paper on mathematical physics

Epidemic graph diagrams as analytics for epidemic control in the data-rich era

Approaches for assessing epidemic risks meet challenges when dealing with high-resolution data available nowadays, that includes behaviors, disease progression, and interventions. The authors propose an analytical framework to compute the epidemic threshold for arbitrary models of diseases, interventions, and hosts contact patterns.

  • Eugenio Valdano
  • Davide Colombi
  • Vittoria Colizza

research paper on mathematical physics

DomiRank Centrality reveals structural fragility of complex networks via node dominance

Identification of nodes that play a crucial role in the complex network functionality is of high relevance for supply, transportation, and epidemic spreading networks. The authors propose a metric to evaluate nodal dominance based on competition dynamics that integrate local and global topological information, revealing fragile structures in complex networks.

  • Marcus Engsig
  • Alejandro Tejedor
  • Chaouki Kasmi

research paper on mathematical physics

Learning low-rank latent mesoscale structures in networks

Network structures can be examined at different scales, and subnetworks in the form of motifs can provide insights into global network properties. The authors propose an approach to decompose a network into a set of latent motifs, which can be used for network comparison, network denoising, and edge inference.

  • Hanbaek Lyu
  • Yacoub H. Kureh
  • Mason A. Porter

research paper on mathematical physics

Temporal dendritic heterogeneity incorporated with spiking neural networks for learning multi-timescale dynamics

Brain-inspired spiking neural networks have shown their capability for effective learning, however current models may not consider realistic heterogeneities present in the brain. The authors propose a neuron model with temporal dendritic heterogeneity for improved neuromorphic computing applications.

  • Hanle Zheng
  • Zhong Zheng

research paper on mathematical physics

The D -Mercator method for the multidimensional hyperbolic embedding of real networks

Embedding of complex networks in the latent geometry allows for a better understanding of their features. The authors propose a framework for mapping complex networks into high-dimensional hyperbolic space to capture their intrinsic dimensionality, navigability and community structure.

  • Robert Jankowski
  • Antoine Allard
  • M. Ángeles Serrano

research paper on mathematical physics

Learning few-shot imitation as cultural transmission

The modelling of human-like behaviours is one of the challenges in the field of Artificial Intelligence. Inspired by experimental studies of cultural evolution, the authors propose a reinforcement learning approach to generate agents capable of real-time  third-person imitation.

  • Avishkar Bhoopchand
  • Bethanie Brownfield
  • Lei M. Zhang

research paper on mathematical physics

Augmenting interpretable models with large language models during training

Prediction and interpretation tasks may be challenging in high-stakes applications, such as medical decision-making, or systems with compute-limited hardware. The authors introduce an augmented framework for leveraging the knowledge learned by Large Language Models to build interpretable models which are both accurate and efficient.

  • Chandan Singh
  • Armin Askari
  • Jianfeng Gao

research paper on mathematical physics

A colloidal viewpoint on the sausage catastrophe and the finite sphere packing problem

Packing a finite number of spheres in a compact cluster does not always result in the densest packing. Here, the authors provide a physical realization of the finite sphere packing problem by enclosing colloids in a flaccid lipid vesicle and mapping out a state diagram that displays linear, planar, and cluster conformations of spheres, as well as bistable states that alternate between cluster-plate and plate-linear conformations.

  • Susana Marín-Aguilar
  • Fabrizio Camerin
  • Marjolein Dijkstra

research paper on mathematical physics

Spatiotemporal dynamics of traffic bottlenecks yields an early signal of heavy congestions

Heavy traffic jams are difficult to predict due to the complexity of traffic dynamics. The authors propose a framework to unveil identifiable early signals and predict the eventual outcome of traffic bottlenecks, which may be useful for designing effective methods preventing traffic jams.

  • Jinxiao Duan
  • Guanwen Zeng
  • Shlomo Havlin

research paper on mathematical physics

Optimal free-surface pumping by an undulating carpet

Pumping fluids at small scales near fluid-fluid interfaces remains challenging. Pandey et al. present a pump that drives interfacial flow by traveling waves on a deformable boundary.

  • Anupam Pandey
  • Zih-Yin Chen
  • Sunghwan Jung

research paper on mathematical physics

Functional Janus structured liquids and aerogels

A combination of functional nanoparticles and liquid streaming can be used to generate structures for the fabrication of soft functional materials. In this study, authors demonstrate the creation of Janus-structured liquids with anisotropic and programmable distributions of nanoparticles by utilizing interfacial assembly and jamming of nanoparticles at the liquid-liquid interface.

  • Ahmadreza Ghaffarkhah
  • Seyyed Alireza Hashemi
  • Mohammad Arjmand

research paper on mathematical physics

Constructing temporal networks with bursty activity patterns

Many real-world systems are characterized by bursty dynamics with interchanging periods of intense activity and quiescence. The authors propose a method to construct temporal networks that match a given activity pattern, and apply it to empirical bursty patterns.

  • Anzhi Sheng
  • Joshua B. Plotkin

research paper on mathematical physics

Environmental memory boosts group formation of clueless individuals

Indirect coordination among individuals through the environment typically requires some basic levels of communication and information processing. Dias et al. introduce a coordination mechanism that emerges in a population of clueless individuals, facilitated by environmental memory, culminating in group formation.

  • Cristóvão S. Dias
  • Manish Trivedi
  • Giorgio Volpe

research paper on mathematical physics

A generalized Knudsen theory for gas transport with specular and diffuse reflections

Knudsen theory and Smoluchowski model perform poorly for ballistic gas transport. Qian et al. propose a generalized Knudsen theory to describe gas nanoflow, reconciling both extreme specular reflection and complete diffuse reflection.

  • JianHao Qian
  • FengChao Wang

research paper on mathematical physics

Electroconvective viscous fingering in a single polyelectrolyte fluid on a charge selective surface

When a low-viscosity fluid displaces into a higher viscosity fluid, the liquid-liquid interface becomes unstable causing finger-like patterns. These patterns are usually observed in two fluids, but here Kim et al. describes the development of fingers in a single polyelectrolyte fluid adjacent to a charge-selective interface under the influence of a potential gradient.

  • Jeonghwan Kim
  • Joonhyeon Kim
  • Rhokyun Kwak

research paper on mathematical physics

Three-degrees-of-freedom orientation manipulation of small untethered robots with a single anisotropic soft magnet

Existing magnetic actuation systems using a single permanent magnet can only achieve 2-DoF orientation manipulation. Wang et al. propose a magnetic actuation method that uses a single anisotropic soft magnet instead of a permanent magnet to enable full 3-DoF orientation manipulation of small, untethered robots.

  • Yuxiang Han

research paper on mathematical physics

Simultaneous and independent topological control of identical microparticles in non-periodic energy landscapes

External fields can control the motion of colloidal particles inducing different trajectories depending on for instance the particle size. The authors here use nonperiodic energy landscapes and topological protection to transport a collection of identical colloidal particles simultaneously and independently.

  • Nico C. X. Stuhlmüller
  • Farzaneh Farrokhzad
  • Daniel de las Heras

research paper on mathematical physics

Non-reciprocity across scales in active mixtures

Non-reciprocal interactions (NRI) are ubiquitous in active systems, but, in the presence of NRI, it is difficult to predict which microscopic systems correspond to a given macroscopic description. Dinelli et al. relate microscopic and macroscopic dynamics of active mixtures and show that non-reciprocity strongly depends on the scale of description.

  • Alberto Dinelli
  • Jérémy O’Byrne
  • Julien Tailleur

research paper on mathematical physics

Spontaneous shock waves in pulse-stimulated flocks of Quincke rollers

Dielectric colloids suspended in a weak electrolyte and energized by a static electric field called Quincke rollers are the model system to study active matter. Zhang et al. report the formation of spontaneous shockwaves in the colloidal Quincke rollers under the temporal activity modulations.

  • Andreas Glatz
  • Alexey Snezhko

research paper on mathematical physics

Bioinspired soft robots for deep-sea exploration

High pressure and low temperature are the greatest challenges faced by scientists to explore deep oceans, which remain largely unknow to us today. Li et al. review these challenges and give insight into designing soft robots, inspired by deep-sea creatures, that enable resilient operations in harsh conditions.

  • Tuck-Whye Wong

research paper on mathematical physics

The nature and nurture of network evolution

Degree distributions are often used as informative descriptions of complex networks, however previous studies mainly focused on characterizing the tail of the distribution. The authors propose an evolutionary model that integrates the weight and degree of a node, which allows to better capture degree and degree ratio distributions of real networks and replicate their evolution processes.

  • Petter Holme
  • Xiangyi Meng

research paper on mathematical physics

Grasping extreme aerodynamics on a low-dimensional manifold

In adverse weather, small-scale modern aircraft can encounter severe turbulence in urban canyons and mountainous areas hindering stable flight. The authors use machine learning to reveal the low-dimensional manifold that captures the extreme aerodynamics of gust-airfoil interactions.

  • Kunihiko Taira

research paper on mathematical physics

A nanoscale view of the origin of boiling and its dynamics

Boiling, despite being a well-known phenomenon still lacks an understanding of its multiscale and non-equilibrium nature. Using the stochastic mesoscale model based on fluctuating hydrodynamics and diffuse interface approach Gallo et al. describe the process of boiling from nucleation to macroscopic bubble dynamics.

  • Mirko Gallo
  • Francesco Magaletti
  • Carlo Massimo Casciola

research paper on mathematical physics

Golden section criterion to achieve droplet trampoline effect on metal-based superhydrophobic surface

The relation between the rebound behavior of droplets and surface structure is crucial to regulating the surface dynamic wettability based on structure design. Zhao et al. explore droplet rebound numbers when the droplet impacts laser-ablated microstructures with different structure spaces and report that droplets can consecutively rebound 17 times.

  • Shengteng Zhao

research paper on mathematical physics

Minimum entropy production by microswimmers with internal dissipation

What is the physical limit on entropy production in a suspension of active microswimmers? In answer to this question, the authors derive a general theorem that provides an exact lower bound on the total, external and internal dissipation by a microswimmer and apply it to optimize swimmer shapes.

  • Abdallah Daddi-Moussa-Ider
  • Ramin Golestanian
  • Andrej Vilfan

research paper on mathematical physics

Liquid–liquid phase separation within fibrillar networks

Liquid–liquid phase separation is known in cell biology as an underlying mechanism of intracellular organization. The authors study a complex interplay between phase separation, network mechanics, and condensate capillarity, providing explanation for the phenomena in complex environments like the cellular interior.

  • Jason X. Liu
  • Mikko P. Haataja
  • Rodney D. Priestley

research paper on mathematical physics

Hyper-cores promote localization and efficient seeding in higher-order processes

Networks with higher-order interactions provide better description of social and biological systems, however tools to analyze their function still need to be developed. The authors introduce here a decomposition of network in hyper-cores, that gives better understanding of spreading processes and can be applied to fingerprint real-world datasets.

  • Marco Mancastroppa
  • Iacopo Iacopini
  • Alain Barrat

research paper on mathematical physics

Predicting discrete-time bifurcations with deep learning

Critical transitions and qualitative changes of dynamics in cardiac, ecological, and economical systems, can be characterized by discrete-time bifurcations. The authors propose a deep learning framework that provides early warning signals for critical transitions in discrete-time experimental data.

  • Thomas M. Bury
  • Daniel Dylewsky

research paper on mathematical physics

Versatile bubble maneuvering on photopyroelectric slippery surfaces

Light-induced bubble maneuvering remains challenging in terms of response and functional adaptability due to the single driving mechanism including the Marangoni effect or asymmetrical deformation. Using a photopyroelectric slippery surface (PESS), Liu et al. demonstrate the splitting, merging, and detachment of underwater bubbles with high flexibility and precision.

  • Haiyang Zhan
  • Zichao Yuan

research paper on mathematical physics

Electro-capillary peeling of thin films

Current methods for thin film peeling suffer from limitations because of complicated preparations and the limitations of applied films. Li et al. present a peeling method for the thin film’s detachment that is achieved by driving liquid to percolate and spread into the bonding layer under electric fields.

  • Xianfu Huang

research paper on mathematical physics

Reactive wetting enabled anchoring of non-wettable iron oxide in liquid metal for miniature soft robot

Interfacial non-wettability between biocompatible iron oxide and liquid metal caused by the substantial mismatch in surface energy remains an issue. Here, the authors introduce a silver intermediate layer to reduce compositional mismatch and improve the wetting ability between iron oxide and liquid metal.

  • Yifeng Shen
  • Dongdong Jin

research paper on mathematical physics

Microrobots powered by concentration polarization electrophoresis (CPEP)

Concentration polarization electroosmosis (CPEO) has recently been found to produce similar flow patterns around spheres in an AC electric field as induced charge electroosmosis. Katzmeier and Simmel study the flow around the asymmetric particle dimers caused by CPEO and design a microrobot that can be steered with a joystick and facilitates the transport of cargo particles.

  • Florian Katzmeier
  • Friedrich C. Simmel

research paper on mathematical physics

Model-free tracking control of complex dynamical trajectories with machine learning

In nonlinear tracking control, relevant to robotic applications, the knowledge on the system model may be not available and there is current need in model-free approaches to track a desired trajectory, regular or chaotic. The authors introduce here a framework that employs machine learning to control a two-arm robotic manipulator using only partially observed states.

  • Zheng-Meng Zhai
  • Mohammadamin Moradi
  • Ying-Cheng Lai

research paper on mathematical physics

Capturing dynamical correlations using implicit neural representations

Analysis of experimental data in condensed matter is often challenging due to system complexity and slow character of physical simulations. The authors propose a framework that combines machine learning with theoretical calculations to enable real-time analysis for electron, neutron, and x-ray spectroscopies.

  • Sathya R. Chitturi
  • Joshua J. Turner

research paper on mathematical physics

Multimaterial fiber as a physical simulator of a capillary instability

Capillary breakup in multimaterial fibers is explored for the self-assembly of optoelectronic systems. However, its insights primarily stem from numerical simulations, qualitative at best. The authors formulate an analytical model of such breakup, obtaining a window in the governing parameters where the generally chaotic breakup becomes predictable and thus engineerable.

  • Camila Faccini de Lima
  • Alexander Gumennik

research paper on mathematical physics

On the visual analytic intelligence of neural networks

Visual oddity tasks delve into the visual analytic intelligence of humans, which remained challenging for artificial neural networks. The authors propose here a model with biologically inspired neural dynamics and synthetic saccadic eye movements with improved efficiency and accuracy in solving the visual oddity tasks.

  • Stanisław Woźniak
  • Hlynur Jónsson
  • Evangelos Eleftheriou

research paper on mathematical physics

Efficient optimization with higher-order Ising machines

Combinatorial optimization problems can be solved on parallel hardware called Ising machines. Most studies have focused on the use of second-order Ising machines. Compared to second-order Ising machines, the authors show that higher-order Ising machines realized with coupled-oscillator networks can be more resource-efficient and provide superior solutions for constraint satisfaction problems.

  • Connor Bybee
  • Denis Kleyko
  • Friedrich T. Sommer

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The Role of Physics and Mathematics in Influencing Science Students’ Performance

  • Conference paper
  • First Online: 16 April 2019
  • Cite this conference paper

Book cover

  • Munirah Rossdy 4 ,
  • Roseline Michael 4 ,
  • Janvin Janteng 4 &
  • Shirley Arvilla Andrew 5  

438 Accesses

1 Citations

Physics and Mathematics are two closely related fields in the world of Science. Although they are closely related, these two fields have distinct identities. The distinction between these two fields has influenced the learning process in Science programmes at institutions of higher education. The main objective of this study is to identify the relationship between the two disciplines and how their influence affects students’ overall performance. In order to learn Physics, students need basic knowledge of Mathematics. The dependence on Mathematics to understand Physics and its interrelationship have been identified since secondary school level. This is because mathematical concepts that students acquire can be applied in Physics such as functions, derivatives, equations and other aspects with a similar concept. The role of Physics and Mathematics courses is evaluated to determine whether both subjects affect students’ achievement for the Science programme. Data were acquired from 45 students undertaking Part 3 Diploma in Science (AS120) at UiTM Cawangan Sabah. These students took up Physics and Mathematics in the first and second semesters. The instruments used in this study included students’ grades in Physics and Mathematics as well as their Cumulative Grade Point Average (CGPA). The data were analysed using Statistical Package for the Social Sciences (SPSS) version 22.0 software, while a regression analysis was used to identify the relationship between Physics, Mathematics and students’ performance (CGPA). From the findings, it can be established that there is a highly positive relationship between Physics and Mathematics with students’ CGPA. It shows that students’ achievement in both fields will be early predictors to determine their CGPA. Moreover, Mathematics also provides a positive relationship with the learning of Physics, and it appears that students’ performance in Mathematics can predict their Physics’ result.

  • Science programme
  • Physics and Mathematics
  • Relationship
  • Students’ performance
  • Regression analysis

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Rossdy, M., Michael, R., Janteng, J., Andrew, S.A. (2019). The Role of Physics and Mathematics in Influencing Science Students’ Performance. In: Mat Noor, A., Mohd Zakuan, Z., Muhamad Noor, S. (eds) Proceedings of the Second International Conference on the Future of ASEAN (ICoFA) 2017 - Volume 1. Springer, Singapore. https://doi.org/10.1007/978-981-10-8730-1_40

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Research papers published in Journal of Physics A: Mathematical and Theoretical™  are categorised into one of six subject sections, defined below. To be acceptable for publication in the journal, papers must make significant, original and correct contributions to one or more of the topics within these sections. Mathematical papers should be clearly motivated by actual or potential application to physical phenomena. Algorithmic papers are encouraged and should contain clear physical background and theoretical motivations.

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Physical Applied Mathematics

This area has two complementary goals:

  • to develop new mathematical models and methods of broad utility to science and engineering; and
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Our department has made major advances in each of the following areas. We've developed a theoretical framework to describe the induced-charge mechanism for nonlinear electro-osmotic flow. Our work in biomimetics focuses on elucidating mechanisms exploited by insects and birds for fluid transport on a micro-scale. These and other activities in digital microfluidics and nanotechnology have applications in biologically inspired materials such as a unidirectional super-hydrophobic surface, and devices such as the `lab-on-a-chip' and micropumps. The theory of transport phenomena } provides a variety of useful mathematical techniques, such as continuum equations for collective motion, efficient numerical methods for many-body hydrodynamic interactions, measures of chaotic mixing, and asymptotic analysis of charged double layers. Nanophotonics is the study of electromagnetic wave phenomena in media structured on the same lengthscale as the wavelength, and is an active area of study in our group, for example to allow unprecedented control over light from ultra-low-power lasers to hollow-core optical fibers. New mathematical tools may be useful here, to give rigorous theorems for optical confinement and to understand the limit where quantum and atomic-scale phenomena become significant. Granular materials provide challenging problems of collective dynamics far from equilibrium. The intermediate nature (between solid and fluid) of dense granular matter defies traditional statistical mechanics and existing continuum models from fluid dynamics and solid elasto-plasticity. Despite two centuries of research in engineering, no known general continuum model describes flow fields in multiple situations (say, in silo drainage and in shear cells), let alone diffusion or mixing of discrete particles. A fundamental challenge is to derive continuum equations from microscopic mechanisms, analogous to collisional kinetic theory of simple fluids. On a far larger scale, we have also been remarkably successful in unraveling some of the curious dynamics of galaxies .

Department Members in This Field

  • Martin Bazant Applied Mathematics, Theoretical Physics, Electrokinetics, Electrochemistry, Chemical Engineering
  • John Bush Fluid Dynamics
  • Jörn Dunkel
  • Anette Hosoi Fluid Dynamics, Numerical Analysis
  • Steven Johnson Waves, PDEs, Scientific Computing
  • Ken Kamrin Continuum mechanics, Granular media, Computational and analytical methods
  • Rodolfo Rosales Nonlinear Waves, Fluid Mechanics, Material Sciences, Numerical pde

Instructors & Postdocs

  • Karol Bacik Fluid Dynamics, Statistical Physics, Dynamical Systems
  • Petur Bryde
  • Pengning Chao Scientific computing, Nanophotonics, Inverse problems, Fundamental limits
  • Nicholas Derr Active matter, scientific computing, continuum mechanics, poroelasticity, fluid-solid interaction
  • Chenyi Fei Theoretical Biophysics, Mathematical Modeling
  • David Kouskoulas Pilot Wave Theory, Water Waves, Quantum Mechanics, Fluid Mechanics, Acoustics
  • Max Lipton Minimal Surfaces, Physical Knot Theory, Dynamical Systems
  • Bauyrzhan Primkulov Hydrodynamic Quantum Analogs, Interfacial Fluid Dynamics

Researchers & Visitors

  • Keaton Burns PDEs, Spectral Methods, Fluid Dynamics
  • Janko Ondras
  • Raphaël Pestourie Surrogate Models, AI, Electromagnetic Design, End-to-end Optimization, Inverse Design

Graduate Students*

  • Rodrigo Arrieta Candia Numerical methods for PDEs, Numerical Analysis, Scientific Computing, Computational Electromagnetism
  • Joel Been Nonlinear Waves, Inverse Scattering Transform, Fractional Calculus
  • Andrey Bryutkin Mathematics of Data, Statistics, Physical Applied Mathematics
  • Diego Chavez
  • Mo Chen Optimization, Scientific Computing
  • David Darrow Applied Math, Fluid Dynamics
  • Davis Evans Hydrodynamic Quantum Analogs
  • Andrey Khesin Quantum Computing
  • Ivan Motorin Cluster Algebras, Resolution of Singularities, Representation Theory, Integrable Systems
  • George Stepaniants Statistical Learning of Differential Equations, Optimal Transport in Biology
  • Harry Walden

*Only a partial list of graduate students

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