- In mathematics, the
Carlitz exponential is a
characteristic p
analogue to the
usual exponential function studied in real and
complex analysis. It is used...
- mathematics, the Tricomi–
Carlitz polynomials or (
Carlitz–)Karlin–McGregor
polynomials are
polynomials studied by Tricomi (1951) and
Carlitz (1958) and Karlin...
- In mathematics,
Carlitz polynomial,
named for
Leonard Carlitz, may
refer to: Al-Salam–
Carlitz polynomials Tricomi–
Carlitz polynomials This disambiguation...
-
completely satisfactory analog of the first-order
derivative or gradient. The
Carlitz derivative is an
operation similar to
usual differentiation but with the...
- In mathematics, Al-Salam–
Carlitz polynomials U(a) n(x;q) and V(a) n(x;q) are two
families of
basic hypergeometric orthogonal polynomials in the basic...
-
Leonard Carlitz (December 26, 1907 –
September 17, 1999) was an
American mathematician.
Carlitz supervised 44
doctorates at Duke
University and published...
- In mathematics, the
Carlitz–Wan
conjecture classifies the
possible degrees of
exceptional polynomials over a
finite field Fq of q elements. A polynomial...
- over a ring of
functions on a
curve over a
finite field,
generalizing the
Carlitz module.
Loosely speaking, they
provide a
function field analogue of complex...
- Thomas. The
first issue included a
paper by
Solomon Lefschetz.
Leonard Carlitz served on the
editorial board for 35 years, from 1938 to 1973.[citation...
-
incircle and the cir****circle is due to the
American mathematician Leonard Carlitz (1907–1999). It
states that x 2 = R 2 − 2 R r ⋅ μ {\displaystyle \displaystyle...
