primitive period parallelogram

primitive period parallelogram

[¦prim·əd·iv ¦pir·ē·əd ‚par·ə′lel·ə‚gram]
(mathematics)
For a doubly periodic function ƒ(z) of a complex variable, a parallelogram with vertices at z0, z0+ a, z0+ a + b, and z0+ b, where z0 is any complex number and a and b are primitive periods of ƒ(z).