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Author ID: lima.fabio-m-s Recent zbMATH articles by "Lima, Fábio M. S."
Published as: Lima, F. M. S.; Lima, Fábio M. S.
External Links: ORCID
Documents Indexed: 25 Publications since 2008, including 11 Additional arXiv Preprints
Co-Authors: 1 Co-Author with 2 Joint Publications

Co-Authors

22 single-authored
2 Jordão, Pedro G. F.

Publications by Year

Citations contained in zbMATH Open

8 Publications have been cited 29 times in 27 Documents Cited by Year
Simple ’log formulae’ for pendulum motion valid for any amplitude. Zbl 1202.70119
Lima, F. M. S.
11
2008
New definite integrals and a two-term dilogarithm identity. Zbl 1246.11188
Lima, F. M. S.
5
2012
An Euler-type formula for \(\beta (2n)\) and closed-form expressions for a class of zeta series. Zbl 1269.30004
Lima, F. M. S.
5
2012
A simpler proof of a Katsurada’s theorem and rapidly converging series for \(\zeta (2n+1)\) and \(\beta (2n)\). Zbl 1393.11059
Lima, F. M. S.
3
2015
Approximate formulae for the thermalization of two blocks in an insulated system. Zbl 1319.80002
Lima, F. M. S.
2
2014
On the accessibility of Khoi’s dilogarithm identity involving the golden ratio. Zbl 1376.33002
Lima, Fábio M. S.
1
2017
Cosine integrals for the Clausen function and its Fourier series expansion. Zbl 1386.42001
Lima, F. M. S.
1
2017
Using surface integrals for checking Archimedes’ law of buoyancy. Zbl 1337.76020
Lima, F. M. S.
1
2012
On the accessibility of Khoi’s dilogarithm identity involving the golden ratio. Zbl 1376.33002
Lima, Fábio M. S.
1
2017
Cosine integrals for the Clausen function and its Fourier series expansion. Zbl 1386.42001
Lima, F. M. S.
1
2017
A simpler proof of a Katsurada’s theorem and rapidly converging series for \(\zeta (2n+1)\) and \(\beta (2n)\). Zbl 1393.11059
Lima, F. M. S.
3
2015
Approximate formulae for the thermalization of two blocks in an insulated system. Zbl 1319.80002
Lima, F. M. S.
2
2014
New definite integrals and a two-term dilogarithm identity. Zbl 1246.11188
Lima, F. M. S.
5
2012
An Euler-type formula for \(\beta (2n)\) and closed-form expressions for a class of zeta series. Zbl 1269.30004
Lima, F. M. S.
5
2012
Using surface integrals for checking Archimedes’ law of buoyancy. Zbl 1337.76020
Lima, F. M. S.
1
2012
Simple ’log formulae’ for pendulum motion valid for any amplitude. Zbl 1202.70119
Lima, F. M. S.
11
2008

Citations by Year