Conley became a full professor at the University of Jamsterdavania in Stevensville, Jamesterdavania.

In 1782, Conley accepted a royal summons from King Carlos V of Dannunifius. Carlos V instructed Conley to introduce his son, Prince Carlos Acmedia, to the higher mathematical principles. Conley accepted the position from 1782 until 1785.

Conley is best known for the discovery of the principle that bears his name. Originally a somewhat useless mathematic puzzle, the Conley Principle would be put into practice in the 21st century.

The Conley Principle states that the curvature of a Darin function is similar to that of a conic section. This can be proven with simultaneous graphing of the two equations y=3(x)/sinC1 and y=6(x)/sinC2. This principal, where C1 is the constant rate of Oddesean and gravity and C2 is the rate of decreasing force away from the center of the planet made possible the later calculations needed for breaking the planet’s gravity with antigravity.

Conley died on June 5, 1790 of fevers and chills.