The meaning of HYPERBOLIC COSECANT is the hyperbolic function that is analogous to the cosecant and defined by the equation csch x = 1/sinh x —abbreviation csch.
hyperbolic function(redirected from Hyperbolic cotangent)Also found in: Acronyms, Encyclopedia. Related to Hyperbolic cotangent: coth, Hyperbolic secant, Hyperbolic cosecant, Hyperbolic tangenthyperbolic function n. Any of a set of six functions related, for a real or complex variable x, to the ...
and analogs of the other trigonometric functions can be derived from them: Hyperbolic cosecant: csch(x) = 1/sinh(x) Hyperbolic secant: sech(x) = 1/cosh(x) Hyperbolic cotangent: coth(x) = 1/tanh(x) I had heard this much, but not much else, about them in the course of my educatio...
hyperbolic (function) 双曲 () 例子: hyperbolic cosecant, i.e. function cosech(x)— 双曲余割 也可见: function 动 — 活动 动 · 运行 动 function 名 — 功能 名 · 函数 名 · 作用 名 · 性能 名 · 机能 名 · 功用 名 · 官能 名 查看其他译文 © Linguee 词典, 2024 ...
Hyperbolic cosecant function: y=cschx=1sinhx=2ex−e−x,x∈R,x≠0. • Inverse hyperbolic sine function: y=arcsinh x, x∈R. • Inverse hyperbolic cosine function: y=arccosh x, x∈[l, ∞). • Inverse hyperbolic tangent function: y=arctanh x, x∈(−l, l). • Inverse...
Hyperbolic cosecant cschx=1sinhx=2ex−e−xcschx=1sinhx=2ex−e−x Hyperbolic secant sechx=1coshx=2ex+e−xsechx=1coshx=2ex+e−x Hyperbolic cotangent cothx=coshxsinhx=ex+e−xex−e−xcothx=coshxsinhx=ex+e−xex−e−xThe...
Hyperbolic secant:sech(x) = 1 cosh(x) = 2 ex + e-xHyperbolic cosecant "csch" or "cosech":csch(x) = 1 sinh(x) = 2 ex − e-x Why the Word "Hyperbolic" ?Because it comes from measurements made on a Hyperbola:So, just like the trigonometric functions relate to a circle, the...
Hyperbolic Cosecant FunctionThe Best Constant FactorBy using Yang芒鈧 劉s local fractional calculus theory, the method of weight function, and real-analysis techniques in the fractal set, a general Hilbert-type local fractional integral inequality with the kernel of a hyperbolic cosecant function is...
By introducingΓ-function andζ-function,and using the way of weight function and the method of real analysis,a Hilbert-type integral inequality with the kernel of hyperbolic cosecant function is given.The equivalent form is considered and their constant factor are proved being the best possible....
arc-hyperbolic cosecant[¦ärk ‚hī·pər‚bäl·ik kō′sē‚kant] (mathematics) For a number, x, not equal to zero, the number whose hyperbolic cosecant equals x ; it is the value at x of the inverse of the hyperbolic cosecant function. Also known as inverse ...