Skip to main content
Home
plus.maths.org

Secondary menu

  • My list
  • About Plus
  • Sponsors
  • Subscribe
  • Contact Us
  • Log in
  • Main navigation

  • Home
  • Articles
  • Collections
  • Podcasts
  • Maths in a minute
  • Puzzles
  • Videos
  • Topics and tags
  • For

    • cat icon
      Curiosity
    • newspaper icon
      Media
    • graduation icon
      Education
    • briefcase icon
      Policy

      Popular topics and tags

      Shapes

      • Geometry
      • Vectors and matrices
      • Topology
      • Networks and graph theory
      • Fractals

      Numbers

      • Number theory
      • Arithmetic
      • Prime numbers
      • Fermat's last theorem
      • Cryptography

      Computing and information

      • Quantum computing
      • Complexity
      • Information theory
      • Artificial intelligence and machine learning
      • Algorithm

      Data and probability

      • Statistics
      • Probability and uncertainty
      • Randomness

      Abstract structures

      • Symmetry
      • Algebra and group theory
      • Vectors and matrices

      Physics

      • Fluid dynamics
      • Quantum physics
      • General relativity, gravity and black holes
      • Entropy and thermodynamics
      • String theory and quantum gravity

      Arts, humanities and sport

      • History and philosophy of mathematics
      • Art and Music
      • Language
      • Sport

      Logic, proof and strategy

      • Logic
      • Proof
      • Game theory

      Calculus and analysis

      • Differential equations
      • Calculus

      Towards applications

      • Mathematical modelling
      • Dynamical systems and Chaos

      Applications

      • Medicine and health
      • Epidemiology
      • Biology
      • Economics and finance
      • Engineering and architecture
      • Weather forecasting
      • Climate change

      Understanding of mathematics

      • Public understanding of mathematics
      • Education

      Get your maths quickly

      • Maths in a minute

      Main menu

    • Home
    • Articles
    • Collections
    • Podcasts
    • Maths in a minute
    • Puzzles
    • Videos
    • Topics and tags
    • Audiences

      • cat icon
        Curiosity
      • newspaper icon
        Media
      • graduation icon
        Education
      • briefcase icon
        Policy

      Secondary menu

    • My list
    • About Plus
    • Sponsors
    • Subscribe
    • Contact Us
    • Log in
    • Stuff happens: Laws versus outcomes

      16 February, 2016
      FQXi logo

      The Universe, so physicists tell us, is governed by a few basic laws of nature. But how can that be? How can the wonderfully complex world around us be governed by a few simple rules? This collection of articles, videos and a podcast explores this question. We'll see what differentiates laws of nature from their outcomes, how the complexity of the world conceals elegant mathematical symmetries, and how chaos can arise from order.

      These articles and videos are part of our Stuff happens: The physics of events project.

      Articles

      Laws and disorder — What is a law of nature and how can simple laws create a complex Universe? This short introduction has some answers.

      Order behind chaos — It may not seem that way, but behind the complicated world of appearances lie elegant mathematical symmetries. This introductory article explores the concept of symmetry and why it is so important in physics.

      Symmetry making and symmetry breaking — This articles takes a deeper look at the role of symmetry in physics, exploring how, and why, it helps physicists to predict things about the Universe that might otherwise remain hidden.

      Chaos from order — This article explores how simple rules can lead to very complex outcomes, taking us into the realm of chaos theory.

      Videos

      How can the laws of nature be simple when the world is so complex? Mathematician and cosmologist John D. Barrow gives a two-minute explanation.

      How did physicists know that the Higgs boson existed before they saw it? Because the symmetries of nature dictated that it should do. John D. Barrow explores the role of symmetry in physics and why it provides such a powerful tool.

      How can complexity emerge from simple rules? John D. Barrow gives a quick introduction to mathematical chaos.

      So is the world simple or complex? It depends on how you look at it. This video contains the entire interview with John D. Barrow, from which the above clips were taken.

      Podcast

      Our interview with John D. Barrow, exploring the laws of nature, their outcomes, the role of symmetry in physics and chaos, is also available as a podcast.
      Read more about...
      video
      law of nature
      Stuff happens
      • Log in or register to post comments

      Anonymous

      4 April 2016

      Permalink

      For example, what determines the speed of light in a vacuum? Or the gravity constant of forces on masses? Or absolute zero temperature?

      • Log in or register to post comments

      Read more about...

      video
      law of nature
      Stuff happens
      University of Cambridge logo

      Plus is part of the family of activities in the Millennium Mathematics Project.
      Copyright © 1997 - 2025. University of Cambridge. All rights reserved.

      Terms