Today we will present the basics of Group Theory. Group Theory is essential to theoretical physics as it examines the symmetries of nature to uncover fundamental connections and patterns within the universe.
A brief introduction into the world of financial mathematics, with an explanation of what the Black-Scholes equation is and why it has quickly become so important.
An introduction to Bayes theorem, a powerful way of thinking that can influence the way you see the world and allow you to reveal the truth. A very limited use of percentages and probabilities are used to illustrate the ideas.
How deep does the rabbit hole go? Explore the basic theoretical underpinnings for information theory and how this leads to some challenging theories of reality.
Today I intend to present an elegant piece of mathematics which through it’s simplicity can give insight into seemingly disordered systems, along with producing imagery that looks more like a magic eye than mathematics.
Today we have a simple post which will break down Newton’s laws of motion so even the layman can understand them inside out (hopefully). Mathematical formula will be introduced, though no previous knowledge of mathematics is required to follow this through.
A technical post exploring simple harmonic motion. Some knowledge of mathematics is required for full comprehension – but don’t let that put you off. We are always on hand to answer any questions.
This post is written due as a follow up to my fleeting mention of symmetry breaking in my last post. Symmetry is very simple when spoken of with regard to […]
Mathematics is the unspoken language of nature, in which we must strive to achieve fluency if we are to bask in the richness of the universe in which we are marooned.
Zeno’s paradoxes; a paradox much older than Christ which the ancients loved to muse on. Intuition and logic at odds; but how do you resolve this mystery? Snared in the logic trap.