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The "N" Framework: A Teacher Knowledge Framework for Numeracy across the Curriculum
Published in Numeracy : Advancing Education in Quantitative Literacy (2025)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Considering What Counts: Inside United States Child Maltreatment Statistics
Published in Numeracy : Advancing Education in Quantitative Literacy (2025)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Unquantifiable: The Impacts of Len Vacher
Published in Numeracy : Advancing Education in Quantitative Literacy (2024)Subjects: “…Natural Sciences — Mathematical Sciences…”
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A Framework for Strengthening The Quantitative Skills/Reasoning Support Ecosystem at Small Liberal Arts Colleges
Published in Numeracy : Advancing Education in Quantitative Literacy (2024)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Does a Name Make a Difference? Teaching Random Selection in the Classroom
Published in Numeracy : Advancing Education in Quantitative Literacy (2024)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Efficient Vehicle Segmentation and Classification in Urban Point Clouds Using Modified Euclidean Clustering
Published in Applied Computational Intelligence and Soft Computing (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Financial Portfolio Innovation via the Dhouib-Matrix-3 Metaheuristic
Published in Applied Computational Intelligence and Soft Computing (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Groupoids in Involution Rings
Published in Asian Journal of Algebra (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Numerals and Other Means of Expressing Plurality in Language and Thought: A Developmental Perspective Across Cultures.
Published in Numeracy : Advancing Education in Quantitative Literacy (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Improving Quantitative Support Across an Institution Using an Ecosystem Framework
Published in Numeracy : Advancing Education in Quantitative Literacy (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Correlation Analysis of Factors Associated with Students’ Numeracy Skills Using Decision Tree Algorithms
Published in Numeracy : Advancing Education in Quantitative Literacy (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Sha-rigidity of adjoint Chevalley groups of types $A_1$, $A_2$, $B_2$, $G_2$ over commutative rings
Published in Groups, Complexity, Cryptology (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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AI-Powered Defense: Leveraging Deep Learning for Effective Malware Detection
Published in Applied Computational Intelligence and Soft Computing (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Pin classes II: Small pin classes
Published in Discrete Mathematics & Theoretical Computer Science (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Positive solutions for a fourth-order integral boundary value problem involving impulses and the p-Laplacian
Published in Nonlinear Analysis : Modelling and Control (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Existence of positive solutions for tempered fractional differential equations with p-Laplacian operator
Published in Nonlinear Analysis : Modelling and Control (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Assessing the performance of reanalysis and meso-scale model datasets for onshore wind power modelling in Germany
Published in Advances in Science and Research (ASR) (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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A fifth-order conformable method for nonlinear equations in $$mathbb {R}^n$$ with applications
Published in Arabian Journal of Mathematics (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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Iterative mixed numerical scheme for one-dimensional coupled Poisson–Schrödinger equations in nano-scale semiconductor device modeling
Published in Arabian Journal of Mathematics (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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A theorem of Biermann and Weierstrass
Published in Complex Analysis and its Synergies (2026)Subjects: “…Natural Sciences — Mathematical Sciences…”
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