-
theoretical physics,
resummation is a
procedure to
obtain a
finite result from a
divergent sum (series) of functions.
Resummation involves a definition...
- was
discovered by Siméon
Denis Poisson and is
sometimes called Poisson resummation. For a smooth,
complex valued function s ( x ) {\displaystyle s(x)} on...
-
electrodynamics Quantum hydrodynamics Quantum logic gates Quantum turbulence Resummation Rogers Commission Shaft p****er
Sticky bead
argument Synthetic molecular...
- In the most
general case,
Borel summation is
generalized by
Nachbin resummation,
which can be used when the
bounding function is of some
general type...
- {1}{n}}=\gamma }
where γ is the Euler–Mascheroni constant.
Ramanujan resummation can be
extended to integrals; for example,
using the Euler–Maclaurin...
-
Alternatively to a
Taylor expansion there has been
recent progress with a
resummation of the
series that made
expressions possible that are
polynomial in bosonic...
-
improve on the
superasymptotic error, e.g. by
employing resummation methods such as
Borel resummation to the
divergent tail. Such
methods are
often referred...
-
Doctoral thesis: Albert,
David Z. (1982-04-01). "Behavior of the
Borel resummations for the
critical exponents of the n-vector model".
Physical Review B...
- In mathematics, in the area of
complex analysis, Nachbin's
theorem (named
after Leopoldo Nachbin) is a
result used to
establish bounds on the
growth rates...
- 2018. de Rham, Claudia; Gabadadze, Gregory; Tolley,
Andrew J. (2011). "
Resummation of M****ive Gravity".
Physical Review Letters. 106 (23): 231101. arXiv:1011...
