Toeplitz Matrix
Given 
numbers 
where 
, ..., 
, 0, 1, ..., 
, a Toeplitz matrix is Matrix which hasconstant values along negative-sloping diagonals, i.e., a matrix of the form
Matrix equations of the form
can be solved with
operations. See also Vandermonde Matrix- Lancret Equation
- Lancret's Theorem
- Lanczos Approximation
- Lanczos Sigma Factor
- Landau Constant
- Landau-Kolmogorov Constants
- Landau-Ramanujan Constant
- Landau Symbol
- Landen's Formula
- Landen's Transformation
- Lane-Emden Differential Equation
- Langford's Problem
- Langlands Program
- Langlands Reciprocity
- Langton's Ant
- Laplace-Beltrami Operator
- Laplace Distribution
- Laplace Limit
- Laplace-Mehler Integral
- Laplace's Equation
- Laplace's Equation--Bipolar Coordinates
- Laplace's Equation--Bispherical Coordinates
- Laplace's Equation--Toroidal Coordinates
- Laplace Series
- Laplace's Integral