- In mathematics,
summation is the
addition of a
sequence of numbers,
called addends or summands; the
result is
their sum or total.
Beside numbers, other...
-
Ramanujan summation is a
technique invented by the
mathematician Srinivasa Ramanujan for ****igning a
value to
divergent infinite series.
Although the...
- (also
known as the
Einstein summation convention or
Einstein summation notation) is a
notational convention that
implies summation over a set of
indexed terms...
- In
mathematical analysis, Cesàro
summation (also
known as the Cesàro mean or Cesàro limit) ****igns
values to some
infinite sums that are not necessarily...
-
Summation,
which includes both
spatial summation and
temporal summation, is the
process that
determines whether or not an
action potential will be generated...
-
Summation notation may
refer to: Capital-sigma notation,
mathematical symbol for
summation Einstein notation,
summation over like-subscripted indices...
- with
explicit and
natural techniques such as Abel
summation, Cesàro
summation and
Borel summation, and
their relationships. The
advent of Wiener's tauberian...
- Borel, then an
unknown young man,
discovered that his
summation method gave the 'right'
answer for many
classical divergent series. He
decided to make...
-
Bernoulli functions. Cesàro
summation Euler summation Gauss–Kronrod
quadrature formula Darboux's
formula Euler–Boole
summation Apostol, T. M. (1 May 1999)...
- mathematics, the
Poisson summation formula is an
equation that
relates the
Fourier series coefficients of the
periodic summation of a
function to values...
