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Learn arithmetic through row rectangles of unit squares, introducing natural numbers, counting, addition, multiplication, and comparing collection sizes.
Explains how loan and credit creation—not simply “printing money”—makes modern banking inherently risky and unstable.
Explore Boolean algebra through finite sets and Venn diagrams, proving De Morgan’s and distributive laws with truth tables and Boole’s algebra.
A concise summary of classical spherical trigonometry covering distances, angles, circular functions, and the principal laws for spherical triangles.
A quick review of arithmetic terminology—from number systems and Hindu-Arabic numerals to fractions, divisibility, and inequalities—for incoming university mathematics students.
Explore topology's historical development, from Euler's polyhedron discoveries to Poincaré's insights. Learn about key concepts like Euler characteristic, Riemann surfaces, and surface classification in this mathematical journey.
Explore the fundamental "lattice" structure in mathematics, its connections to various topics, and its significance in pure mathematics research.
Explore how rational mathematics and the Cayley Transform can revolutionize modern physics by replacing infinite-based frameworks with finite computational approaches to quantum and particle physics.
Explore the fascinating mathematical secrets of the Great Pyramid, from ancient Egyptian "seked" measurements to connections with pi and the golden ratio through continued fractions.
Explore the relationship between dimensionless constants and proportional reasoning in physics, drawing parallels to ancient Greek geometry and Eudoxus' theory.
Discover Rational Trigonometry, a modern alternative to traditional trigonometry, focusing on the Cross Law formula and its applications in various geometric contexts, including Euclidean and Relativistic geometry.
Explore a novel approach to solving polynomial equations using hyper-Catalan number series, sidestepping traditional Galois theory methods and examining applications to the Bring radical and Wallis' cubic equation.
Delve into the mathematical world of subdigons, hyper-Catalan numbers, and a novel series solution approach to polynomial equations that bypasses traditional Galois theory methods.
Uncover the logical flaws in modern set-theoretic function definitions and explore alternative approaches to this fundamental mathematical concept.
Uncover critical logical flaws in pure mathematics education, examining definitional weaknesses in fundamental concepts like numbers, functions, and sequences.
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