Incredible Numbers! 2.0.1

Selected by Apple as Best of 2014, and winner of the 2015 Digital Book Award for Best Nonfiction App.

Join bestselling author Professor Ian Stewart as he navigates you through the world of Incredible Numbers. Numbers unravel the intricate patterns of sunflowers, add joy through music, and assist in tackling existential questions such as, 'How many ways can I lace my shoes?' Engage with interactive examples that range from basic equations to operating an Enigma machine, bringing the elegant concepts of mathematics to your fingertips.

"A testament to Ian Stewart's achievement is his ability to offer a clear path through complex mathematical terrain." - Times Higher Education Supplement

Beyond what mere screenshots reveal, Incredible Numbers offers:

• 23 expertly crafted articles by Prof. Ian Stewart, complemented by 71 innovative interactive demonstrations
• 23 unique interactive segments providing a deep dive into the captivating patterns and principles underlying each subject
• 15 of Ian Stewart's renowned mathematical conundrums

Delve into fascinating topics including:

• Infinity – Delve into the concept of infinity and grasp the true meaning behind claiming something is boundless.
• Pi – Uncover the enigma of pi, understanding why this peculiar number holds significance beyond circles.
• Music – Discover the harmony between music and math in deciphering patterns within complexity.
• Codes – Witness how numerical strength can decode intricate systems in cryptography.
• Nature – Explore how numbers intricately interlace with nature, from the Fibonacci sequence to captivating manifestations in the real world.
• Primes – Unravel the enigmatic patterns within prime numbers and their paramount importance.
• Polygons – Grasp the essence of shapes and polygons, viewing classical geometry as another interpretation of numerical concepts.
• Factorials – From shoe lacing styles to mind-boggling permutations, discover the endless possibilities within factorials!

Incredible Numbers endeavors to unveil the beauty of mathematics. While mathematicians recognize this inherent beauty within solutions and proofs, it often remains concealed by abstract algebra and intricate equations. Until now.

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