# Category:Pi

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This category contains results about **pi ($\pi$)**.

The real number $\pi$ (pronounced **pie**) is an irrational number (see proof here) whose value is approximately $3.14159\ 26535\ 89793\ 23846\ 2643 \ldots$

## Subcategories

This category has the following 3 subcategories, out of 3 total.

## Pages in category "Pi"

The following 28 pages are in this category, out of 28 total.

### A

### C

### I

### P

### S

- Schanuel's Conjecture Implies Algebraic Independence of Pi and Euler's Number over the Rationals
- Schanuel's Conjecture Implies Algebraic Independence of Pi and Log of Pi over the Rationals
- Schanuel's Conjecture Implies Transcendence of Log Pi
- Schanuel's Conjecture Implies Transcendence of Pi by Euler's Number
- Schanuel's Conjecture Implies Transcendence of Pi plus Euler's Number
- Schanuel's Conjecture Implies Transcendence of Pi to the power of Euler's Number
- Schanuel's Conjecture Implies Transcendence of Pi to the power of Euler's Number/Lemma