Field Equations in the Complex Quaternion Spaces by Zi-Hua Weng

“…This method edified the paper to introduce the quaternion and octonion spaces into the field theory, in order to describe the physical feature of electromagnetic and gravitational fields, while their coordinates are able to be the complex number. …”
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The simpliciality of higher-order networks by Nicholas W. Landry, Jean-Gabriel Young, Nicole Eikmeier

“…Abstract Higher-order networks are widely used to describe complex systems in which interactions can involve more than two entities at once. …”
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Gluonic evanescent operators: negative-norm states and complex anomalous dimensions by Qingjun Jin, Ke Ren, Gang Yang, Rui Yu

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The Complexities of the Field in a Linguistic Ethnographic Research by Blanka Barabás

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Near‐field scattering centre modelling for complex targets by Yanxi Chen, Kunyi Guo, Zhouyang Liu, Xinqing Sheng

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An Entropy Dynamics Approach to Inferring Fractal-Order Complexity in the Electromagnetics of Solids by Basanta R. Pahari, William Oates

“…Optimization of the cost function leads to a time-dependent Bayesian posterior density that is used to homogenize the electromagnetic fields. Self-consistency between maximizing entropy, inference of Bayesian posterior densities, and a fractal-order version of Maxwell’s equations are developed. …”
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Optimization of fractional PI controller parameters for enhanced induction motor speed control via indirect field-oriented control by I. I. Alnaib, A. N. Alsammak

Subjects: “…complex fractional order proportional integral controller…”
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Bias-field digitized counterdiabatic quantum algorithm for higher-order binary optimization by Sebastián V. Romero, Anne-Maria Visuri, Alejandro Gomez Cadavid, Anton Simen, Enrique Solano, Narendra N. Hegade

“…Here, we present an enhanced bias-field digitized counterdiabatic quantum optimization (BF-DCQO) algorithm to address higher-order unconstrained binary optimization (HUBO). …”
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Asymptotic approximations of complex order tangent, Tangent-Bernoulli and Tangent-Genocchi polynomials by Cristina B. Corcino, Baby Ann Damgo, Roberto B. Corcino, Joy Ann A. Cañete

“…In this study, asymptotic formulas for complex order Tangent, Tangent-Bernoulli, and Tangent-Genocchi polynomials are obtained through the method of contour integration, strategically avoiding branch cuts in the process. …”
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Reliability Analysis of Vibration Characteristic for Turbine Blisk in Complex Field by ZHANG Chun-yi, LIU Bao-sheng, WANG Ai-hua, LI Zhi-fei, SUN Tian, SUN Xu-dong

“…In order to study the effect of complex field on the vibration characteristics and reliability of aero engine turbine blisk，the mathematical model of modal analysis was established based on vibration theory and finite element method which considering the combined action of temperature load，centrifugal force and aerodynamic load，and flow-heat-solid coupling vibration analysis and resonance analysis were carried out，finally using the dual extreme response surface method to analyze the reliability of vibration deformation and stress． …”
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A Chargeless Complex Vector Matter Field in Supersymmetric Scenario by L. P. Colatto, A. L. A. Penna

“…To this aim we combine two nochiral scalar superfields in order to take the vector component field to build the chargeless complex vector superpartner where the respective field strength transforms into matter fields by a global U1 gauge symmetry. …”
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Improving the Performance of a Reduced‐Order Mass‐Consistent Model for Urban Environments and Complex Terrain With a Higher‐Order Geometrical Representation by Behnam Bozorgmehr, Pete Willemsen, Jeremy A. Gibbs, Rob Stoll, Jae‐Jin Kim, Zachary Patterson, Eric R. Pardyjak

“…Because of their importance, faithfully representing the geometry of structures in numerical predictions is critical to modeling accurate wind fields. A higher‐order geometry representation (the cut‐cell method) is incorporated in the mass‐consistent wind model, Quick Environmental System (QES)‐Winds. …”
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Code-based Masking: From Fields to Bits Bitsliced Higher-Order Masked SKINNY by John Gaspoz, Siemen Dhooghe

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Approximation of First–Order Complex Resonators in the Frequency–Domain by Julia Nako, Georgia Tsirimokou, Costas Psychalinos, Ahmed S. Elwakil

“…A novel approach for implementing first-order complex filters without the requirement of two separate signal paths, for the real and imaginary parts of the transfer function, is introduced in this work. …”
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Calculating the Energy Spectrum of Complex Low-Dimensional Heterostructures in the Electric Field by Svetlana N. Khonina, Sergey G. Volotovsky, Sergey I. Kharitonov, Nikolay L. Kazanskiy

“…An algorithm for solving the steady-state Schrödinger equation for a complex piecewise-constant potential in the presence of the E-field is developed and implemented. …”
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High-Order Mean-Field Approximations for Adaptive Susceptible-Infected-Susceptible Model in Finite-Size Networks by Kai Wang, Xiao Fan Liu, Dongchao Guo

“…We propose two methods based on mean-field approximation, i.e., the first-order mean-field approximation (FOMFA) and higher-order mean-field approximation (HOMFA), to derive the exact solutions to ASIS models. …”
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Effect of Moisture on PD Characteristics of Oil－ paper Insulation in Complex Electric Field by LIU Qing-song, DENG Jun, CHI Ming-he, CHEN Qing-guo

“…In order to study the effect of moisture on PD characteristics for oil-paper insulation in complexelectric field，PD tests with different moistures were carried out under the typical electric-field of oil-paper insulation. …”
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Directions for improving the economic regulation of the State Defense Order by S. I. Rogatin

“…The article discusses some of the most significant (according to the author) directions for improving the regulation of economic relations in Russia in the field of the State Defense Order and proposes adjustments to the rules for regulating economic activity in military-economic relations.…”
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Towards complexity of primary-deformed Virasoro circuits by Johanna Erdmenger, Jani Kastikainen, Tim Schuhmann

“…We explore the role played by information geometry for determining the circuit complexity of Virasoro circuits and their deformations. …”
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Some applications of the artificial intelligence in the field of forensic investigation by Adrian Cristian MOISE

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