IN BRIEF Squares : A number raised to the power of 2. Cubes : A number raised to the power of 3. Square and cube numbers can be added. Examples of numbers: 1 and 64 are both squares and cubes. Calculating a square root or cube root is the inverse operation of raising a number. … Read more
IN SHORT Modeling natural phenomena Prediction of environmental effects Optimization of energy resources: solar and wind Analysis of the impact of climate change Development of new models for ecosystems Use of carbon balance for sustainability Mathematics plays an essential role in understanding and solving environmental issues. Through predictive models and equations, it allows the analysis … Read more
IN BRIEF Use nature to teach mathematics Offer hands-on activities outdoors Contextualized learning environment Exploration of mathematical concepts through the environment Develop problem-solving skills Encourage imagination and oral expression Integration of geometry and modeling concepts Promote student engagement in their learning Active and playful learning in the outdoors Using nature as a learning resource for … Read more
IN BRIEF Universal language connecting various fields: physics, biology, computer science Enables precise communication without words Considered the most precise language to describe the Universe Ability to transcend cultural boundaries Use of formal symbols and structures Recognized by iconic figures such as Galileo Galilei Stable interpretation of concepts independent of words Mathematics are often referred … Read more
IN BRIEF YouTube: An essential platform for learning mathematics. Recommended channels: Micmaths, VideoDiMath, Hedacademy. Intensive courses: Offered by Boss des Maths to improve your understanding. Popularization: Content that makes mathematics accessible and interesting. Common problems: Dedicated help for students struggling with mathematics. Education: Educational videos for various levels, from middle school to high school. Creativity: … Read more
IN BRIEF Combinatorics studies the configurations of finite collections of objects. Essential in many research sectors. Analytic combinatorics: a fusion of analysis and combinatorics for counting. Counting: a process for tallying the outcomes of experiments. Varied applications in computer science, biology, and physics. Mathematical tools: probabilities, graphs, and discrete structures. Combinatorics is an essential branch … Read more
IN BRIEF The rivalry between Leibniz and Newton over infinitesimal calculus. National tensions after the First World War in the scientific community. The group of mathematicians Bourbaki and its abstract vision of mathematics. The influence of wars on collaborations and rivalries among mathematicians. The contributions of Pythagoras and Thales to the development of mathematics. The … Read more
IN BRIEF Relative integers: Positive or negative, denoted ℤ. Set ℕ: Contains all natural numbers, included in ℤ. Rational numbers: Quotient of a relative integer and a non-zero integer, denoted ℚ. irrational numbers: Cannot be written as a ratio of integers. Decimal numbers: A subset of rational numbers. Fractions and decimals: Used to solve problems. … Read more
IN BRIEF Photomath : Solve math problems by scanning equations. Prodigy Math Game : An interactive game to learn mathematics in high school. Mathway : Mathematical problem solver, from algebra to complex calculus. Khan Academy : Courses and exercises for all levels of mathematics. PrepApp : Methods, quizzes, and corrected exercises for middle school. GeoGebra … Read more
IN BRIEF Modeling the effects of drugs for a better understanding. Use of applied mathematics in biology and medicine. Importance of predictive models for biomechanics. Bridging medicine and mathematics with applications in medical imaging. Need for simulation in the medical and industrial fields. Role of mathematicians and biologists in advancing research. Impact of new applications … Read more