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Ideas formulated in terms of statistics and probability are uniquely portable across applied modeling and data-driven disciplines. Cambridge's publishing supports and promotes this central role by keeping statistics and probability in communication with each other, with their mathematical roots, and with the applied disciplines that both motivate and use advances in theory, methods, and computation.

Statistics and Probabilities and Maths Blog

  • Watch: How does stone skipping work?
  • 09 April 2019, Tom Crawford
  • By bouncing elastic spheres across the surface of Bear Lake in Utah, researchers have discovered the physics behind stone skipping. The mechanism of ‘water...