Problems of Lithuanian Mathematical Olympiad-2005 by Juozas Juvencijus Mačys

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Problems solving in the integral calculus and the determination of the area under the curve by Juan E. N´apoles Vald´es, Maria Nubia Quevedo

Subjects: “…Problems solving…”
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Deliberation-Without-Attention in Solving Insight and Analytic Problems: Does Distractor Type Have an Effect? by Viktoria Tidikis, Anthony Stenson

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Implementation of Differentiated Learning in Improving Problem-solving Skills in Collaborative Projects Based on Science and Technology by Desy Aprima, Sasmita Sari

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Enhancing executive mathematics problem-solving through a constructivist digital learning platform: Design, development and evaluation by Supaluk Chaiarwut, Sanit Srikoon, Apirat Siritaratiwat, Parama Kwangmuang

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Cortical representation of novel tool use: Understanding the neural basis of mechanical problem solving by Clara Seifert, Thabea Kampe, Cilia Jäger, Jennifer Randerath, Afra Wohlschläger, Joachim Hermsdörfer

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Application of Laplace Transform For Solving Population Growth and Decay Models. by Natukunda, Pamellah

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College algebra students’ perceptions of exam errors and the problem-solving process by Mary E. Pilgrim, Linda C. Burks, Megan Ryals, Sloan Hill-Lindsay

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Comparison of Gaussian Elimination and Cholesky Decomposition Solving A Linear System Of Equation. by Nzabonimpa, Godfrey

Subjects: “…Cholesky Decomposition Solving…”
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What is the area of a pig? Problem posing and problem solving in early childhood education by Kalina Jastrzębowska

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A Comparison of Gaussian Elimination and Cholesky Decomposition Methods in Solving a System of Linear Equations. by Niringiye, Richard

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Impact of eye movements and facial expressions on social performance during a collaborative problem-solving task by Kana Miyamoto, Hiroki Tanaka, Jennifer Hamet Bagnou, Céline Clavel, Elise Prigent, Amine Benamara, Christine Le Scanff, Jean-Claude Martin, Satoshi Nakamura

Subjects: “…Collaborative problem-solving…”
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Bayesian reinforcement learning models reveal how great-tailed grackles improve their behavioral flexibility in serial reversal learning experiments by Lukas, Dieter, McCune, Kelsey, Blaisdell, Aaron, Johnson-Ulrich, Zoe, MacPherson, Maggie, Seitz, Benjamin, Sevchik, August, Logan, Corina

Subjects: “…Behavioral flexibility, comparative cognition, grackle, innovativeness, multi-access box, problem solving, reversal learning…”
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Comparison Between Newton's Interpolation and Lagrange Method with Runge Kutt a Method in Solving First Order Differential Equations. by Muligi, Amos

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Monte Carlo Algorithm For Matrices in Solving Systems of Linear Equations, Determinants, Inverse, Eigen Values, and Eigenvectors. by Bamwine, Delik

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Unveiling the Decision-Making Process of Digital Transformation Adoption from a Behavioral-Cognitive Perspective: Mediating and Moderating Mechanisms by Thong Van Pham, Thuc Duc Tran

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Stigating Newton's Interpolation and Lagrange Method Compared to Runge Kutt A Method in Solving First Order Differential Equations. by Gumisirlza, Catheline

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Opening tasks, opening minds – a rediscovery of the open-ended approach by Kalina Jastrzębowska

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Comparative Analysis of Fixed and Variable Step Size Methods for Solving Ordinary Differetial Equations: A Case Study of Runge-Kutta Order 4 and Dormand Prince. by Byonaneebye, Darius

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