Hyperbolic Cosine Cosh Hyperbolic Sine Sinh Hyperbolic Tangent Tanh RadiansToDegrees Radians To Degrees Degrees Sine Sine Sin Tangent Tangent Tan CrossProduct Cross Product Cross Distance Distance Distance DotProduct Dot Product Dot FresnelFresnel_Function Fresnel Effect Fresnel Slightly different...
InMathematics,The hyperbolic functionare similar to see theTrigonometric functionorCircular function.The hyperbolic function are defined the combination ofExponential functionexand e-x. As for example, sinh(x)=(ex-e-x)/2, cosh(x)=(ex+e-x)/2, tanh(x)=(ex-e-x)/(ex+e-x),cosech(x)=...
The hyperbolic functions and their inverses: sinh(x), cosh(x), tanh(x), arcsinh(x), arccosh(x), arctanh(x) Sign (1 if the sign is positive, −1 if the sign of the function is negative.) For example, try sign(sin(x)) In fact, you can use most of the javascript math func...
localsinh: ピクセルの逆双曲線正弦を計算します。結果がNaNの場合、NODATA値がこのピクセルに設定されます。ラスターにNODATA値が指定されていない場合、元のピクセルが設定されます。 localtanh: ピクセルの双曲線正接を計算します。結果がNaNの場合、NODATA値がこのピクセルに設定されます。ラス...
sinh(x)Hyperbolic sine of x factorial(n)Calculates n! trunc(v, p = 0)Truncate v after the p-th decimal. V(s)Returns the value of the given element, e.g. sliders and angles. L(s)Calculates the length of the given segment.
A class that consists of all the levers to synchronize and schedule graph execution. class MPSGraphFFTDescriptor The class that defines the parameters for a fast Fourier transform (FFT) operation. class MPSGraphGRUDescriptor The class that defines the parameters for a gated recurrent unit (GRU) ...
DML_ELEMENT_WISE_SINH_OPERATOR_DESC structure DML_ELEMENT_WISE_SQRT_OPERATOR_DESC structure DML_ELEMENT_WISE_SUBTRACT_OPERATOR_DESC structure DML_ELEMENT_WISE_TAN_OPERATOR_DESC structure DML_ELEMENT_WISE_TANH_OPERATOR_DESC structure DML_ELEMENT_WISE_THRESHOLD_OPERATOR_DESC structure DML_EXECUTION_FLAGS ...
(\frac{\sinh (\frac{2s+1}{2} x)}{\sinh (\frac{1}{2} x)}\big ). \end{aligned}$$ (2.10) (at \(x=0\) we define \(\eta (0) = \log (2s+1)\) .) its first and second derivatives are $$\begin{aligned} \eta '(x)&= \tfrac{2s+1}{2} \coth (\tfrac{2s+1}{2}...
(12)sinh(2K)sinh(2K*)=1. Substituting (10b) and (11) into (9), we get (13)Q(N,T)=eKN∑rnD(r)v*rv*=tanhK*. At the same time we apply equation (5) to the dual lattice at temperature T*, to get (14)QD(ND,T*)=2ND(coshK*)N∑rnD(r)v*r, where ND = qN/qD; see...
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