Number Theory Long Sleeve T-Shirts

"73 is the 21st prime number. Its mirror, 37, is the 12th and its mirror, 21, is the product of multiplying 7 and 3... and in binary 73 is a palindrome, 1001001, which backwards is 1001001." --Sheldon Cooper, PhD.

"Agreed, what's your point?" "There's no point, I just think it's a good idea for a tee-shirt." Over ten years of scientific hilarity and insanity, show your long-time love for The Big Bang Theory with this commemorative shirt!

02 number

73 is the best number in the world and that is a scientific fact. Sheldon Cooper's collection. 73 in custom font with grunge, distressed overlay.

Inspired by The Big Bang Theory.

Inspired by The Big Bang Theory.

Inspired by The Big Bang Theory.

Euler's theorema maths perfect gift for math teacher,physics,engineers,and everybody that loves mathematics

A Whole Llama Learning Going On

Lagrange made significant contributions to the fields of analysis, number theory, and both classical and celestial mechanics.

No way

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Prime number 73 in all its retro ink-rolled glory! Not just for the modern math nerd, but for the rest of us who leave the number crunching to our trusty accountants. A great gift for those turning 73 and dig celebrating their arrival at the 21st prime number. And for those born in 1973 who can proudly holler, I’m here, and born in the year of the 298th prime number! Take that, world!!

9,6,3 ,the power number

This "Fermat's Last Theorem" (a.k.a. "Fermat's Conjecture") design in Japanese showcases the beauty of mathematics and the elegance of the Japanese language. Fermat's Last Theorem, named after famous mathematician Pierre de Fermat (1607–1665), states that the sum of the n-th powers of two positive integers x and y does not equal the n-th power of a positive integer z for any integer value of n greater than 2. This product is perfect for number theory enthusiasts and Japanese language learners alike.

This is one of the most beautiful results in mathematics, and it's often taught in introductory calculus courses.

This is one of the most beautiful results in mathematics, and it's often taught in introductory calculus courses.

Stirling approximation giving an approximate value of the factorial of a number.

Stirling approximation giving an approximate value of the factorial of a number.

This is one of the most beautiful results in mathematics, and it's often taught in introductory calculus courses.

I do not pretend to understand this...but after seeing a number of videos I do find this stuff fascinating. This version is best on dark colors. Other versions available.

Pi to 98 decimal places

I do not pretend to understand this...but after seeing a number of videos I do find this stuff fascinating. This version is best on light colors. Other versions available.

Pi to 98 decimal places

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

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

We all got irritated at some point because of a proof left as an exercise, in that case you are not ready to see this one in a book.

We all got irritated at some point because of a proof left as an exercise, in that case you are not ready to see this one in a book.

The definition of the determinant of a matrix, using the symmetrical group of permutations, for math lovers, and a pretty fancy formula if you want to scare your friends.

The definition of the determinant of a matrix, using the symmetrical group of permutations, for math lovers, and a pretty fancy formula if you want to scare your friends.

Fibonacci, an Italian mathematician of the Middle Ages, introduced the Fibonacci sequence, a numerical pattern where each number is the sum of the two preceding ones. His work greatly influenced mathematics, number theory, and applications in various fields such as finance, nature, and art.

moonpie artwork

The Perfect Number!

This is one of the most beautiful results in mathematics, and it's often taught in introductory calculus courses.

Fermat's Last Theorem states that no three positive integers a, b, and c, satisfy the equation a^n+b^n=c^n for any integer value of n greater than 2.

Fermat's Last Theorem states that no three positive integers a, b, and c, satisfy the equation a^n+b^n=c^n for any integer value of n greater than 2.