Showing 81 - 100 results of 276 for search '"Areas of mathematics"', query time: 0.44s Refine Results
  1. 81

    The relationship between algebraic equations and $(n,m)$-forms, their degrees and recurrent fractions by I.I. Lishchynsky

    Published 2019-06-01
    “…Algebraic and recursion equations are widely used in different areas of mathematics, so various objects and methods of research that are associated with them are very important. …”
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  2. 82

    On Certain Generalizations of Rational and Irrational Equivariant Functions by Isra Al-Shbeil, Afis Saliu, Abbas Kareem Wanas, Adriana Cătaş

    Published 2022-06-01
    “…Modular forms play an important role in number theory and many areas of mathematics and physics.…”
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  3. 83

    History of mathematics (HM) in secondary school mathematics textbook by Dejene Girma Denbel

    Published 2023-12-01
    “…This distribution involves historical notes, notes on usage areas of mathematics, applications with historical notes, and historical elements in students’ extracurricular activities. …”
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  4. 84

    Service Science Education for Industry Employability in Management Engineering: An Integrated Pathway from Bachelor to Master Level by Mezzenzana Mauro, Strada Emanuele, Ravarini Aurelio

    Published 2023-01-01
    “…The curriculum combines fundamental areas like mathematics and physics with advanced topics, including innovation management, organizational design, marketing, and operations management. …”
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    Article
  5. 85

    Algebraic Thinking Profiles of Junior High Schools’ Pupil in Mathematics Problem Solving by Anis Wahyu Rahmawati, Dwi Juniati, Agung Lukito

    Published 2019-08-01
    “…It is because the algebraic concept can be used in all areas of mathematics. One of the ways that is used to develop pupils' algebraic abilities is to think algebraically. …”
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  6. 86

    Alignment-based Translations Across Formal Systems Using Interface Theories by Dennis Müller, Colin Rothgang, Yufei Liu, Florian Rabe

    Published 2017-12-01
    “…Concretely, we present exemplary interface theories for several areas of mathematics and - in total - several hundred alignments that were found manually.…”
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    Article
  7. 87

    Matrix approach to solve polynomial equations by Samir Brahim Belhaouari, Mohamad Hassan Fadi Hijab, Zarina Oflaz

    Published 2023-05-01
    “…Polynomials are widely employed to represent numbers derived from mathematical operations in nearly all areas of mathematics. The ability to factor polynomials entirely into linear components allows for a wide range of problem simplifications. …”
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  8. 88

    Fibonacci Graphs by Aysun Yurttas Gunes, Sadik Delen, Musa Demirci, Ahmet Sinan Cevik, Ismail Naci Cangul

    Published 2020-08-01
    “…Apart from its applications in Chemistry, Biology, Physics, Social Sciences, Anthropology, etc., there are close relations between graph theory and other areas of Mathematics. Fibonacci numbers are of utmost interest due to their relation with the golden ratio and also due to many applications in different areas from Biology, Architecture, Anatomy to Finance. …”
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  9. 89

    Understanding students’ global interdependence in science instruction by Walter Smith

    Published 2021-12-01
    “…This science education continuum can also be used to categorize technology and engineering activities and could be adapted for use in other curricular areas including mathematics, language arts, and social studies, used as a tool to complement scholarship about a range of education topics from social justice to curriculum to student motivation, or inform pre- and in-service teacher education.…”
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  10. 90

    On the 75th birth anniversary of Marat Mirzaevich Arslanov by I.Sh. Kalimullin, V.L. Selivanov

    Published 2019-03-01
    “…Numerous generalizations and unexpected applications of this theorem have been found by many authors in various areas of mathematics and computer science. M.M. Arslanov was one of the first of Russian mathematics who actively participated in the investigations of the local theory of (Turing) unsolvability degrees, i.e., the degrees reducible to the degree of creative sets. …”
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  11. 91

    Motors and Impossible Firing Patterns in the Parallel Chip-Firing Game by Zhang, Yan X., Jiang, Tian-Yi D., Scully, Ziv D.

    Published 2017
    “…This simple model contains much emergent complexity and has many connections to different areas of mathematics. In this work, we study firing sequences, which describe each vertex's interaction with its neighbors in this game. …”
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  12. 92

    Operator Monotone Functions and Convexity of Its Derivatives Norms by Zahra Rahimi Chegeni, amir ghasem ghazanfari, Kamal Falahi

    Published 2021-05-01
    “…Introduction  Given the important role convex and quasi-convex functions play in many areas of mathematics and especially in optimization, one of the inequalities that has attracted the attention of many mathematicians in recent decades is Hermit-Hadamard’s famous inequality. …”
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  13. 93

    The Development of the Components of the Linear Measurement Concept among the Pupils of the First Grade of Primary School by Milica D. Antić, Olivera J. Đokić

    Published 2018-07-01
    “…Results of the international research, for example TIMSS, show that student’s understanding of geometrical contents is often below the level in comparison the contents of other areas of mathematics. For revealing the cause, we focused on the beginning of primary school mathematical education, searching for the basic results of the lower achievements of students in this field. …”
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  14. 94

    Persistence of Underrepresented Minorities in STEM Fields: Are Summer Bridge Programs Sufficient? by Dina Ghazzawi, Donna Pattison, Catherine Horn

    Published 2021-07-01
    “…Recommendations from this study focus on early intervention efforts, particularly in the areas of mathematics, that ensure URM students are adequately prepared with the skills needed to succeed in a STEM field of study.…”
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  15. 95

    Rwandan teacher training college’s mathematics teachers’ pedagogical content knowledge for teaching: assessment toward competency-based curriculum by Hashituky Telesphore Habiyaremye, Celestin Ntivuguruzwa, Philothere Ntawiha

    Published 2023-11-01
    “…However, teachers were found to have better content knowledge than other MKT constructs and performed better in pattern function and algebra than in other areas of mathematics. Teachers demonstrated a highly positive attitude toward integrating PCK in teaching mathematics.DiscussionSuch a positive attitude was inferred from the pedagogical training offered by implementing a competency-based curriculum. …”
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  16. 96

    To the 75th Anniversary of Professor Evgeniy Vladimirovich Radkevich by A A Andreyev, V P Padchenko, E A Kozlova

    Published 2018-03-01
    “…Now he is Professor, Doctor habilitated of Physical and Mathematical Sciences, his interests are in many areas of mathematics (differential equations and boundary value problems, asymptotical methods, phase transition problems and so on) and also he is an experienced teacher and lecturer. …”
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  17. 97

    Infinite secret sharing – Examples by Dibert Alexander, Csirmaz László

    Published 2014-06-01
    “…These schemes touch quite diverse areas of mathematics such as projective geometry, stochastic processes and Hilbert spaces. …”
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  18. 98

    Assessing Pre-Service Secondary Mathematics Teachers' Attitude Towards Geometer's Sketchpad by Chew, Cheng Meng

    Published 2012
    “…It is a dynamic tool for construction, demonstration and exploration of mathematical objects, adding a powerful dimension to the study of geometry and many other areas of mathematics. A total of 107 pre-service secondary mathematics teachers who attended a mathematics teaching methods course in a local public university participated in the GSP workshop. …”
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  19. 99

    New Hermite–Hadamard and Ostrowski-Type Inequalities for Newly Introduced Co-Ordinated Convexity with Respect to a Pair of Functions by Muhammad Aamir Ali, Fongchan Wannalookkhee, Hüseyin Budak, Sina Etemad, Shahram Rezapour

    Published 2022-09-01
    “…However, it is a significant theory that affects practically all areas of mathematics. In this paper, we introduce the notions of <inline-formula><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><semantics><mfenced separators="" open="(" close=")"><mi>g</mi><mo>,</mo><mi>h</mi></mfenced></semantics></math></inline-formula>-convexity or convexity with respect to a pair of functions on co-ordinates and discuss its fundamental properties. …”
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  20. 100

    Revalidation of the Developed Learning Material in Analytic Geometry and Trigonometry in IDEA Format by Joan Saavedra, Victorina Palanas, Jeruel Canceran

    Published 2023-07-01
    “…However, the teachers have also been struggling with the resources for specific areas of mathematics, such as Business Math, Statistics, Analytic Geometry, Trigonometry, and Calculus. …”
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