- the Riemann–
Stieltjes integral is a
generalization of the
Riemann integral,
named after Bernhard Riemann and
Thomas Joannes Stieltjes. The definition...
- and
related branches of mathematics, Lebesgue–
Stieltjes integration generalizes both Riemann–
Stieltjes and
Lebesgue integration,
preserving the many advantages...
-
Thomas Stieltjes Institute for
Mathematics at
Leiden University,
dissolved in 2011, was
named after him, as is the Riemann–
Stieltjes integral.
Stieltjes was...
- The Laplace–
Stieltjes transform,
named for Pierre-Simon
Laplace and
Thomas Joannes Stieltjes, is an
integral transform similar to the
Laplace transform...
- In mathematics,
particularly matrix theory, a
Stieltjes matrix,
named after Thomas Joannes Stieltjes, is a real
symmetric positive definite matrix with...
- In mathematics, the
Stieltjes constants are the
numbers γ k {\displaystyle \gamma _{k}} that
occur in the
Laurent series expansion of the
Riemann zeta...
- the
density function ρ
starting from its
Stieltjes transformation thanks to the
inverse formula of
Stieltjes-Perron. For example, if the
density ρ is...
- products. The Lebesgue–
Stieltjes integral is the
ordinary Lebesgue integral with
respect to a
measure known as the Lebesgue–
Stieltjes measure,
which may be...
- {\pi }{2}}.} The (unilateral) Laplace–
Stieltjes transform of a
function g : ℝ → ℝ is
defined by the Lebesgue–
Stieltjes integral { L ∗ g } ( s ) = ∫ 0 ∞ e...
- x\cdot \xi }\,d\mu ,} and
called the Fourier-
Stieltjes transform due to its
connection with the Riemann-
Stieltjes integral representation of (Radon) measures...
