Zeta Function Pillows

Description: Riemann zeta function is a key topic in number theory and its applications in physics, chemistry, and combinatorics.

Description: An integral equation, involving two famous functions, Riemann Zeta function and Euler gamma function.

Description: You'll find Riemann's Zeta Function if you read the design from the outside in. For the Mathematician, Physicist, or lover of mandalas in your life.

Description: Rendered on a deep dark background, this artwork presents the complex plane with the critical strip, the critical line Re(s) = ½ and the first nontrivial zeros of the zeta function, above ζ(s) = Σ 1/nˢ. In 1859 Bernhard Riemann conjectured that all nontrivial zeros of the zeta function lie on the line Re(s) = ½. The Riemann hypothesis, linked to the distribution of prime numbers, is still unproven today. Made for math teachers, mathematicians and students who love an elegant proof, it brings classic mathematics to a classroom, study or home office.

Description: You'll find the Riemann's Zeta Function if you read from the outside in. For the Mathematician, Physicist, or lover of mandalas in your life.

Description: You'll find Riemann's Zeta Function if you read from the outside in. For the Mathematician, Physicist, or lover of mandalas in your life.

Description: If you are a math lover I guess you have seen this at least once, and you will not forget about.

Description: Despite his early death, Bernhard Riemann was one of the most influential and productive mathematicians ever.

Description: A mathematical equation presented in white text on a black background. The equation features a definite integral from infinity to 0 of a fraction: 0 times x to the power of s-1 times limit over the square root of e to the power of x minus 1 plus dx. This is equated to zeta(s) multiplied by Gamma(s).