- {5}{72}}-{\frac {1}{32}}-{\frac {251}{14400}}-{\frac {19}{1728}}-\ldots }
Blagouchine (2018)
found an
interesting generalisation of the Fontana–Mascheroni...
-
attributed to
Ernst Kummer, who
derived it in 1847. However,
Iaroslav Blagouchine discovered that Carl
Johan Malmsten first derived this
series in 1842...
- }{m}}} are due to
works of
certain modern authors (see e.g.
Appendix B in
Blagouchine (2014)). We also have 1 + 1 2 + 1 3 + . . . + 1 k − 1 − γ = 1 k ∑ n =...
-
improved by
various authors. The best
known bounds for them were
given by
Blagouchine. In particular, 1 n ln 2 n − 2 n ln 3 n ⩽ | G n | ⩽ 1 n ln 2 n − 2 γ...
- {(-1)^{k}}{(k+1)^{s-1}}}} in the same publication.
Research by
Iaroslav Blagouchine has
found that a similar,
equivalent series was
published by
Joseph Ser...
-
formulas 25.1 and 25.3).
Plouffe (1998).
Jensen (1895).
Beukers (1979).
Blagouchine (2014). Haber,
Howard E. (Winter 2010), "The
logarithmic derivative of...
-
models for the
control of
speech production were
developed by
Iaroslav Blagouchine & Eric Moreau. Both
models combine the
optimum principles and the equilibrium-point...
- Hermite, Hardy, Ramanujan, Ainsworth, Howell, Coppo, Connon, Coffey, Choi,
Blagouchine and some
other authors. In particular, Jensen-Franel's
integral formula...
-
during the
production of the
sequences of
tasks (see
Blagouchine & Moreau).
Iaroslav Blagouchine and Eric Moreau.
Control of a
Speech Robot via an Optimum...
- \ldots ,2p.}
Audio system measurements Signal-to-noise
ratio Timbre Blagouchine,
Iaroslav V.; Moreau, Eric (September 2011). "Analytic
Method for the...
