AUT Journal of Mathematics and Computing

AUT Journal of Mathematics and Computing

AUT Journal of Mathematics and Computing (AUT J Math Comput) is a double-blind peer-reviewed quarterly journal, owned, managed, and published by Amirkabir University of Technology since 2020 and is indexed in Scopus. The journal publish novel reputable original articles, review articles and short communications in the fields of mathematical science including, pure mathematics, applied mathematics, computer science and statistics. The journal changed its publication frequency to quarterly from early 2024.

Journal Title AUT Journal of Mathematics and Computing
P-ISSN 2783-2449
E-ISSN 2783-2287
Frequency Quarterly
Editor-in-Chief Abdolrasoul Pourabbas, Ph.D.
Language English Fulltexts and Abstracts
Plagiarism Checker iThenticate
Peer Review Policy Double-blind
Article Processing Charges No APC (Free)
Average Review Time 2-4 Months
Acceptance Rate 30%
Owner & Publisher Amirkabir University of Technology, Iran.

This journal is recognized by the Ministry of Science, Research and Technology as a scientific publication. (link)


Current Issue: Volume 7, Issue 3, Summer 2026, Pages 270-383 

Product type operators on $(\alpha,p)$-Besov-Zygmund spaces

Pages 293-302

10.22060/ajmc.2025.22758.1191

Sepideh Nasresfahani, Mostafa Hassanlou, Daryoush Molaei, Ebrahim Abbasi

Keywords Cloud

  • Finsler metric
  • &lrm
  • Randers Metric
  • conformal vector field
  • character table
  • conjugacy classes
  • $S$-curvature
  • Approximation algorithm
  • prime graph
  • Frobenius group
  • Permutation character
  • Finite group
  • mixed integer programming
  • optimization
  • Maximum Likelihood Estimation
  • Nonlinear equations
  • Software Architecture
  • Fischer matrices
  • Linear Regression
  • Randers metrics
  • variational problem
  • Conservation laws
  • CAPM
  • flag curvature
  • computational geometry
  • simple group
  • conservation law
  • Machine learning
  • Compactness
  • control theory
  • Finsler space
  • Projective special linear group
  • Lie group
  • Kropina metric
  • m-th root metric
  • Expectation-Maximization algorithm
  • Deep learning
  • $C^*$-algebra
  • Fischer-Clifford matrix
  • Intelligent Transportation Systems
  • Warped product
  • smartphone
  • game theory
  • navigation problem
  • Finsler metrics
  • Integral equation
  • weighted Ricci curvature
  • Characterization
  • Ricci curvature
  • coset analysis
  • Ensemble learning
  • Killing vector field
  • Fixed point
  • facility location
  • Optimal control
  • inertia factor
  • Caputo fractional derivative
  • Finsler $(\\alpha,\\beta)$-metric
  • Matrix of differentiation
  • Monomial character
  • Spectral method
  • The closeness of $g$-frames
  • Active State
  • SG$\\alpha$S random field
  • Rare adverse reactions
  • Hessian structure
  • -algebra
  • Spacetime
  • Method 3
  • Model-based heuristic
  • approximation algorithms
  • C$$-convex
  • {\\bf S}-curvature
  • Stochastic User Equilibrium
  • Waldschmidt constant
  • $b$-metric space
  • n-Cubes-
  • ‎Left-invariant connection
  • Clique number
  • supra closure operator
  • Competing risk model
  • Road traffic sensors
  • Differential game
  • Hypercyclicity
  • Lie point symmetries
  • Dependency degree
  • Caterpillar Trees
  • Homotopy perturbation transform method
  • Invariance surface condition
  • Stress-strength model
  • Sobolev spaces
  • parametric linear programming approach
  • ‎Left-invariant Lie group‎
  • Self-supervised Learning
  • Order Statistics
  • Einstein manifold
  • Gradient vector field
  • ϕ-biflatness
  • Lorentzian manifold
  • superspace
  • modal
  • Fruitless waiting time
  • $I$-Connes biprojctivity
  • Sierpiński
  • Maximum Path Length
  • Hyers-Ulam stability
  • Linear Threshold Model
  • Skewness
  • Critical values
  • Heuristic
  • ‎ ‎ Meromorphic (or spherical) Besov Zygmund-type class
  • Bayesian Regression
  • General Fuzzy Automata
  • In-context learning
  • Interdependent Bi-modal Network
  • Attacker-defender
  • Deep Autoencoder
  • covert communication
  • Finsler manifold
  • ‎ ‎Optimal system
  • Electronic Voting
  • Metric dimension
  • Min-max criterion
  • Ambiguity sets
  • Reduced design
  • Gyrogroup
  • Generalized Ricci soliton
  • Maximal Curves
  • Acoustic signal analysis
  • Centrality
  • Supersingular&lrm
  • $\\phi$-Holomorphic planar conformal vector fields
  • Road Safety
  • connectivity
  • Approximate conservation laws
  • $&lrm
  • Deep Neural Networks
  • Stochastic orders
  • end user
  • Design
  • Transformers
  • $(\\alpha,\\beta)$-metric
  • Political Inclinations
  • order reduction
  • Scenario-based stochastic model
  • Non-Hierarchical Clustering
  • Isotropic projective Ricci curvature
  • Predator-prey
  • Directed graph
  • Enhanced index tracking
  • ‎Stability‎
  • Critical node
  • Artificial bee colony
  • Hall subgroup
  • Almost contact Finsler manifolds
  • $\\mu$-symmetry
  • Sequence Classification
  • Systems control framework
  • Approximate dual‎
  • right algebraic
  • Warped product‎
  • Maintainability
  • stability
  • Locally product-like statistical manifolds
  • Distributionally robust
  • Best linear unbiased estimator
  • Recurrent Neural Networks
  • Language Models
  • Hessian
  • Leap-Frog method
  • Asymptotic confidence interval
  • power graph
  • Siklos space-times
  • weighted Lebesgue space
  • Bayesian P-splines
  • Zermelo navigation
  • Generalized Mittag-Leffler Function Method
  • Finite Difference Method
  • Fitness tracker
  • contraction
  • Helmholtz equation
  • Volterra integro-differential equation
  • Imperialist Competitive Algorithm
  • Attached primes
  • degree list
  • Multilevel v-cycle algorithm
  • Instance-dependent Noisy Label
  • Tumor burden
  • Complexity
  • TTE
  • Finite moments
  • Hazard rate function
  • Social Networks
  • Binomial $D$-module
  • Frobenius complement
  • Non-smooth dynamical equation
  • Jacobi-Pesudo-Spectral method
  • Controller Placement
  • Weighted NMF