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Can we use strategic games in our everyday life? Actually, we can change our way of thinking and gain the benefits of gaming knowledge. Strategic thinking can help students better understand their choices, evaluate them, think about the implications of each choice, and ultimately choose the best one.

This class travels us to distant cultures, we become familiar with the games and their philosophy, we observe their similarities and differences and we learn to apply gaming knowledge in other walks of life. From classic chess students will move to Fortress, Circular and SER chessboard, to the Chinese Go (Go) and then to the game of the Japanese generals, Shogi. Through these games, students develop analytical and critical thinking, solve problems, learn to recognize other students’ strategies and to plan their own. By the end of the class students will have acquired ways to combine this knowledge and make use of it in their everyday life.

Welcome to the enchanting world of mathematical thinking! In this course, yοu will embark on a magical journey where numbers, shapes, and patterns come to life through the power of mathematical thinking.

Through captivating stories, interactive games, and hands-on activities, you will uncover the beauty and wonder of mathematics. You will learn to see the world through a mathematical lens, discovering the hidden patterns and structures that surround you every day.

From exploring the symmetry of nature to unraveling the mysteries of prime numbers, you will engage in a variety of activities designed to stimulate their curiosity and creativity. You will develop problem-solving skills as they tackle mathematical puzzles and challenges, learning to approach problems with imagination and ingenuity.

Join us on this magical adventure where mathematical thinking sparks curiosity, inspires creativity, and opens doors to endless possibilities!

Learning Objectives:

Define and distinguish between inductive, deductive, and abductive reasoning, providing examples of each.
Explore and explain the relationship between number patterns and geometry, using both explicit and recursive formulas.
Be introduced to symbolic logic by constructing and interpreting truth tables.
Solve problems using algebraic, geometric, and symbolic representations and different models.
Cultivate skills to enhance cooperation, creativity, critical thinking, flexibility.

Courses

Strategic Games: Discover your Victory Approach!

The Magic of Mathematical Thinking

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