reˈciprocant Math.
[ad. L. reciprocant-em, pres. pple. of reciprocāre to reciprocate.]
A differential invariant.
| 1885 Sylvester in Amer. Jrnl. Math. VIII. 199 We are..led..by prosecuting this inquiry to lay the foundations of the theory of Reciprocation or Reciprocants. |
Hence reˈciprocantive a., pertaining to a reciprocant (Cent. Dict. 1891).