COSH
Also found in: Dictionary, Encyclopedia.(redirected from Hyperbolic cosine)
| Acronym | Definition |
|---|
| COSH | Hyperbolic Cosine |
| COSH | Council on Smoking and Health |
| COSH | Council for Occupational Safety and Health |
| COSH | Committee on Occupational Safety and Health |
| COSH | Committee for Occupational Safety and Health |
| COSH | Committee on School Health |
| COSH | Control of Substances and Hazards |
References in periodicals archive
Property 4 (the left-sided Riemann-Liouville fractional derivatives of the hyperbolic sine and hyperbolic cosine functions).
Property 5 (the right-sided Riemann-Liouville fractional derivatives of the hyperbolic sine and hyperbolic cosine functions).
For [[PHI].sup.(3)]([tau], [rho]) one has quite similar formulas for [Y.sub.1] and [Y.sub.2] except that (as expected) the roles of the hyperbolic sine and
hyperbolic cosine in (70) are interchanged: the factor sinh([square root of (A)][tau]) for [Y.sub.1] in (70) is replaced by cosh([square root of (A)][tau]), and, similarly, cosh([square root of (A)][tau]) for [Y.sub.2] in (70) is replaced by sinh([square root of (A)][tau]).
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