Funcție hiperbolică (Romanian Wikipedia)

Analysis of information sources in references of the Wikipedia article "Funcție hiperbolică" in Romanian language version.

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1mathvault.ca

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ams.org

en Mellen W. Haskell, "On the introduction of the notion of hyperbolic functions", Bulletin of the American Mathematical Society 1:6:155–9, full text

books.google.com

en N.P., Bali (2005). Golden Integral Calculus. Firewall Media. p. 472. ISBN 81-7008-169-6.
en Willi-hans Steeb (2005). Nonlinear Workbook, The: Chaos, Fractals, Cellular Automata, Neural Networks, Genetic Algorithms, Gene Expression Programming, Support Vector Machine, Wavelets, Hidden Markov Models, Fuzzy Logic With C++, Java And Symbolicc++ Programs (3rd Edition). World Scientific Publishing Company. p. 281. ISBN 978-981-310-648-2. Extract of page 281 (using lambda=1)
en Keith B. Oldham; Jan Myland; Jerome Spanier (2010). An Atlas of Functions: with Equator, the Atlas Function Calculator (ed. 2nd, illustrated). Springer Science & Business Media. p. 290. ISBN 978-0-387-48807-3. Extract of page 290

doi.org

en Osborn, G. (iulie 1902). „Mnemonic for hyperbolic formulae”. The Mathematical Gazette. 2 (34): 189. doi:10.2307/3602492. JSTOR 3602492.

jstor.org

en Niven, Ivan (1985). Irrational Numbers. 11. Mathematical Association of America. ISBN 9780883850381. JSTOR 10.4169/j.ctt5hh8zn.
en Osborn, G. (iulie 1902). „Mnemonic for hyperbolic formulae”. The Mathematical Gazette. 2 (34): 189. doi:10.2307/3602492. JSTOR 3602492.

mathsisfun.com

en „Hyperbolic Functions”. www.mathsisfun.com. Accesat în 29 august 2020.

mathvault.ca

en „Comprehensive List of Algebra Symbols”. Math Vault. 25 martie 2020. Accesat în 29 august 2020.

projecteuclid.org

en Audibert, Jean-Yves (2009). „Fast learning rates in statistical inference through aggregation”. The Annals of Statistics. p. 1627. [1]

stackexchange.com

math.stackexchange.com

en „Prove the identity”. StackExchange (mathematics). Accesat în 24 ianuarie 2016.

utcluj.ro

users.utcluj.ro

Octavian Mircia Gurzău, Curs scurt de matematici speciale], Universitatea Tehnică din Cluj-Napoca, 2017, accesat 2021-03-29

wolfram.com

mathworld.wolfram.com

en Weisstein, Eric W. „Hyperbolic Functions”. mathworld.wolfram.com. Accesat în 29 august 2020.

zenodo.org

en Osborn, G. (iulie 1902). „Mnemonic for hyperbolic formulae”. The Mathematical Gazette. 2 (34): 189. doi:10.2307/3602492. JSTOR 3602492.