| Input interpretation |
|---|
| arithmetic progression |
| Alternate name |
| arithmetic sequence |
| Definition |
| An arithmetic progression, also known as an arithmetic sequence, is a sequence of n numbers {a_0 + kd}_(k = 0)^(n – 1) such that the differences between successive terms is a constant d. An arithmetic progression can be generated in the Wolfram Language using the command Range[a_1, a_n, d]. |
| Related topics |
| arithmetic series | Baudet’s conjecture | Dirichlet’s theorem | Erdős-Turán conjecture | geometric sequence | nonarithmetic progression sequence | prime arithmetic progression | sequence | Szemerédi’s theorem |
| Related Wolfram Language symbol |
| Range |