Mathematical  Culture and Thought

Mathematical Culture and Thought

The Mathematical  Culture and Thought (Farhang va Andīshah-i Riyāz̤ī) is a  peer-reviewed Persian-language journal of the Iranian Mathematical Society. The main objectives of the journal  are to introduce various branches of mathematical sciences, culture, history, and   philosophy of mathematics at a level that is suitable for students, mathematics teachers, faculty members of mathematics departments of universities and research institutes, and all those  interested   in mathematics. The Mathematical Culture and Thought welcomes articles in the fields of pure mathematics, applied mathematics, teaching, learning, and educational problems of mathematics, especially those concerning higher education in Iran, history and philosophy of mathematics, computer science, theoretical physics, and applications of mathematics in other sciences. The Mathematical  Culture and Thought is published  in 2 issues (spring and autumn) regularly every year. This journal is a member of the Committee on Publication Ethics (COPE).

       Publication Details:

  • Country of Publication: Iran
  • Publisher: Iranian Mathematical Society
  • History: 1982 to present
  • Scope: Mathematical sciences
  • Journal Language: Persian (with Abstract in English)
  • Frequency: Biannually
  • Format:    Print & Online
  • Article Processing Charges: Free
  • Review Policy: Single-blind peer-review
  • Review Time: 1-3 months
  • Acceptance Rate: %25
  • Types of Access: Open Access
  • Copyright License: Attribution-NonCommercial-ShareAlike  (CC BY-NC-SA 4.0) 
  • Editor-in-Chief's E-mail: s_maghsodi@znu.ac,ir
  • Contact E-mail: imsmct95@gmail.com
  • The Editorial Office's Telephone: +98(0)2188808855
  • Available from: https: //isc.gov.ir
  • Copyright Holder: The Author(s)
  • Publisher: Iranian Mathematical Society
Current Issue: Volume 45, Issue 1 - Serial Number 78, May 2026 

Keywords Cloud

  • ؛
  • Mathematics education
  • applications of mathematics
  • expository article
  • dynamical systems
  • finite group
  • curriculum
  • formalism
  • Halmos
  • Fourier series
  • history of science
  • p
  • history of mathematics
  • axiom of choice
  • teaching mathematics
  • U.S.S.R
  • intuitionism
  • Moscow
  • logicism
  • h
  • foundation of mathematics
  • Algebraic number theory
  • the Iran University Press
  • set theory
  • probability
  • Algebraic geometry
  • Greek mathematics
  • data science
  • Hilbert
  • algebra
  • Khayyam
  • institute of mathematics
  • teaching and research of mathematics in Uruguay
  • Persian mathematics journals
  • formal logic
  • continuity
  • differential equation
  • arithmetic
  • topological space
  • Chebyshev
  • research
  • axiomatic method
  • algorithm
  • mathematical analysis
  • Chicago
  • average speed
  • Kolmogorov
  • monotonicity
  • G
  • Arithmetica
  • free logic
  • ‎special and general relativity
  • symbolic mathematics
  • ‎nonlinear ‎analysis
  • theory
  • mathematical review
  • paradox
  • singular value decomposition
  • dynamical billiard
  • tractrix
  • the Black-Scholes model
  • Riemann-Liouville derivative
  • Teaching with technology
  • integral
  • incomplete market
  • numerical linear algebra
  • Fibonacci sequence
  • Theodor Schonemann
  • Involute
  • self-avoiding walk
  • foundations of mathematics
  • Vietnam
  • geometry
  • mechanism design
  • ؛ axiom
  • the law of quadratic reciprocity
  • equivalent martingale measure
  • phenomenology
  • al-Khwārizmī
  • algebras
  • rotations
  • non
  • Block-Coppel chaos
  • Fourier analysis
  • Budapest
  • differentiability
  • Naimark
  • math. textbook
  • Hardy
  • unreasonable effectiveness of mathematics
  • modal logic
  • finite-dimensional algebras‎
  • Carl Friedrich Gauss
  • optimal control
  • of
  • inequality
  • class field
  • dimensionality reduction
  • ؛ dynamical system؛
  • ‎integral
  • philosophy of statistics
  • Caputo derivative
  • Learning with technology
  • differential calculus
  • Knightian uncertainty
  • Montevideo
  • Qajar
  • Carl Gauss
  • Evolute
  • Hausdorff paradox
  • second-order logic
  • intellectuals
  • astronomy
  • matching
  • ؛ structural properties
  • character on finite group
  • Ceva\'s Theorem
  • enumerative algebraic geometry
  • sine
  • Ramanujan
  • manifold
  • measure-preserving transformations
  • rigor
  • topological chaos
  • Academy of Persian Language and Literature
  • Sydney
  • open set
  • instantaneous speed
  • Krein
  • London Mathematical Society
  • temporal logic
  • ‎Auslander-Reiten conjecture‎
  • the Gauss Society
  • ‎research in mathematics
  • the
  • geometric mean
  • number field
  • semidiscrete decomposition
  • epistemology
  • Grunwald-Letnikov derivative
  • Assessment with technology
  • integral calculus
  • market impact model
  • Instituto de Matemática
  • mathematical finance
  • polynomial equations
  • Cycloids
  • foundationalism
  • tablet
  • music (harmony)
  • stable marriage
  • mirror symmetry
  • Legendre symbol
  • Fermat point
  • Commutative ring
  • double formula
  • Calcutta Hardy
  • Euclidean space
  • twists
  • education
  • Devaney chaos
  • University of Farhangian
  • singular integrals
  • closed set
  • logic puzzle
  • Halmos
  • mathematical philosophy
  • history of mathematics in Iran
  • features of mathematics
  • Barcan formula
  • ‎Nakayama conjecture‎
  • Homayoun Moein
  • Moore method
  • arithmetic mean
  • reciprocity
  • user-item rating matrix
  • i number
  • contemporary Iran
  • induction
  • flipped classes
  • Teachers\' Content Knowledge
  • Newton
  • model
  • J. Massera
  • ؛ financial market؛
  • reducibility of polynomial
  • paradoxical decomposition
  • physical arguments
  • Babylonian civilization
  • ʿIlm al-Ḥiyal
  • deferred acceptance algorithm
  • string theory
  • category theory
  • Singular integral
  • associative algebra
  • trigonometry
  • fractional function
  • structure of universe