Sinh / Computation Layer

Calculate the hyperbolic sine function. Similar to numpy.sinh() or R's sinh().

Mathematical form: $y_{i} = sinh (x_{i}) = \frac{e ^{x_{i}} - e ^{- x_{i}}}{2}$ Key properties:

No bounds on output range
Odd function: sinh(-x) = -sinh(x)
Grows exponentially

Common applications:

Signal processing
Special functions in physics
Catenary curve calculations
Electric field modeling
Hyperbolic geometry

Note: Results can grow very large for even moderate inputs.

Table

Transforms

[, ...]

Select

column

The numeric column to compute hyperbolic sine for. Typical inputs:

Signal values
Physical measurements
Geometric parameters
Field strength values
Transformation parameters

Name for the new column. If not provided, the system generates a unique name. If AsColumn matches an existing column, the existing column is replaced. The name should follow valid column naming conventions.