eq. (m, n)
ineq. (w, n)
Th. (m, w)
Lem. (/w, /i)
Smith [n] or [Smith n]
Smith-Jones [n] or
The equality given in the nth formula of section m.
The inequality given in the nth formula of section m.
The nth exercise given at the close of section m.
The nth figure accompanying section m.
The nth theorem in section m.
A corollary to Th. (/w, n)
A lemma used in proving Th. (w, n). If several corollaries or
lemmas go with Th. (/w, /i), they are distinguished by use of a
letter written following the number n. Thus, Cor. (2,3b)
signifies the second corollary to Th. (2, 3).
The binomial coefficient n\\m\(n — m)!.
Sign of real number x\ 1, 0, or —1 according as x 0, x = 0,
or x 0.
Real part of the complex number z = x + iy.
Imaginary part of the complex number z = x + iy.
Argument (amplitude, phase angle) of z.
J C — iy, conjugate imaginary of z.
kth derivative of/(z);
fork = 1, 2, 3.
Boundary of the region R.
Degree of the polynomial/.
The nth article listed under the name of Smith in the bibliography.
The nth publication listed in the bibliography under the riames
of the joint authors Smith and Jones.