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Mechanics of Materials I: Fundamentals of Stress & Strain and Axial Loading
Fractals and Scaling
Bacterial Genomes II: Accessing and Analysing Microbial Genome Data Using Artemis
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Exciting new approach to Calculus starting May 1, 2020. Join talented students to raise mathematical understanding with this innovative online course, revolutionizing a fundamental subject.
Explore ancient Babylonian mathematics through Plimpton 322, a unique trigonometric table. Discover how this artifact reveals advanced mathematical knowledge and its significance in the history of trigonometry.
Explore propositional logic inference rules using Boolean algebra, simplifying complex logical concepts and eliminating the need for memorization. Includes application to a Lewis Carroll puzzle.
Explore how Monopoly enhances arithmetic skills through open numbers and money calculations. Learn practical classroom applications and innovative teaching methods for elementary mathematics.
Explores partial orders, maxels, and Möbius functions in advanced mathematics, connecting Boolean algebra to circuit analysis and introducing novel notation for negative numbers.
Explore Boolean algebra's role in simplifying circuit analysis, covering logic gates, algebraic expressions, and symmetry considerations for efficient circuit equivalence determination.
Explore the evolution of Wild West banking through the Little Cactus Bank's history, covering shareholders, risk analysis, competition, and government supervision in the lead-up to the 1873 Panic.
Explore engaging measurement puzzles using weights and balances, enhancing problem-solving skills and introducing key mathematical concepts in a fun, interactive way.
A mathematician's perspective on 19th-century banking, exploring fundamental concepts like assets, liabilities, and balance sheets through the fictional Little Cactus Bank in the Wild West.
Extending Archimedes' parabolic area formula to cubics using Algebraic Calculus and projective geometry. Explores unique aspects of cubic functions and their areas without relying on infinite processes.
Explore ancient 3-4-5 triangles at Carnac, linking astronomy, geometry, and fertility. Discover Howard Crowhurst's insights into Neolithic thinking and the significance of these early mathematical structures.
Introduction to the Algebra of Boole, focusing on the bifield of two elements and n-tuples. Explores its role in circuit analysis and contrasts it with Boolean algebra, highlighting implications for 20th-century mathematics.
Explore the evolution of logic from Leibniz to Boole, covering key thinkers and innovations in systematic reasoning, diagram representations, and the introduction of mathematics to classical logic.
Explore Aristotle's foundational work in logic, including syllogisms, logical forms, and deductive reasoning, tracing its development from ancient Greece to its lasting impact on modern philosophy.
Explore half-slopes in planar reflections and rotations, circle sums, and translations to understand Euclidean isometries. Gain insights into rational trigonometry and algebraic approaches to geometry.
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