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Explore the history of geometry and the emergence of higher dimensions in this short, insightful lecture by Insights into Mathematics. Ideal for amateur or professional mathematicians.
Explore diffusion symmetry, hypergroups, and fusion algebra with Insights into Mathematics. Delve into the S3 character table and its combinatorial interpretation in less than an hour.
Explore a new approach to understanding symmetry in mathematics and physics with Insights into Mathematics. This less than 1-hour material delves into diffusion symmetry, offering a rich alternative to traditional group theory.
Explore the golden age of geometry in the 19th century with Insights into Mathematics. This brief, under 1-hour study covers inversive, projective, non-Euclidean, and complex geometry.
"Insights into Mathematics" offers a short, beginner-friendly introduction to Go, focusing on common opening patterns and providing an intuitive understanding of the game.
Explore affine geometry and algebraic calculus with a focus on the unique properties of the parabola in this under-an-hour offering from Insights into Mathematics.
Explore a new approach to calculus with Insights into Mathematics. Learn about de Casteljau Bezier curves, their role in design and animation, and engage in research-level mathematics exploration.
Explore the theories of French analyst Emile Borel, including his views on real numbers and arithmetic, in this short video by Insights into Mathematics.
Explore the workings of Central Banks and the banking sector's inherent risks with Insights into Mathematics. Understand Fractional Reserve Banking, Loan/Credit creation, and the financial implications on lifestyles and assets.
Explore the early history of geometry from Mesolithic times to 1400 A.D. with Insights into Mathematics. This short study covers key theorems, Platonic solids, and the underappreciated Islamic studies of spherical geometry.
Explore the relationship between fractions and other number systems in this short, insightful study by Insights into Mathematics. Ideal for high school teachers and undergraduates.
Explore Euclid's Elements propositions VI-VIII, their relevance to modern geometry, and potential alternatives in this short course by Insights into Mathematics.
Explore the computational challenges of fractions with Insights into Mathematics. Understand why arithmetic with fractions is complex and learn how to address these difficulties.
Explore exceptional structures in mathematics and physics through the dynamics of two games on graphs with Insights into Mathematics. Ideal for laypeople and undergrads without prior experience in Lie theory.
Explore the logical orientation of pure mathematics through a critical review of Euclid's early propositions in Book I, offered by Insights into Mathematics.
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