acotd

auto eve::acotd = functor<acotd_t>

inlineconstexpr

Header file

#include <eve/module/math.hpp>

Callable Signatures

namespace eve
{
   // Regular overload
   constexpr auto acotd(floating_value auto x)                          noexcept; // 1
 
   // Lanes masking
   constexpr auto acotd[conditional_expr auto c](floating_value auto x) noexcept; // 2
   constexpr auto acotd[logical_value auto m](floating_value auto x)    noexcept; // 2
}

Parameters

• x: floating value.
• c: Conditional expression masking the operation.
• m: Logical value masking the operation.

Return value

1. Returns the elementwise value in degrees of the arc cotangent of the input in the range \([-90 , 90]\). In particular:
   • If the element is \(\pm0\), \(\pm90\) is returned.
   • If the element is \(\pm\infty\), \(\pm0\) is returned.
   • If the element is a Nan, NaN is returned.
2. The operation is performed conditionnaly.

External references

• Wolfram MathWorld: Inverse Cotangent
• DLMF:

Example

// revision 1
#include <eve/module/math.hpp>
#include <iostream>
 
int main()
{
  eve::wide wf = { 0.0f, 2.0f, -1.0f, -0.5f};
 
  std::cout << "<- wf                       = " << wf << "\n";
 
  std::cout << "-> acotd(wf)                = " << eve::acotd(wf) << "\n";
  std::cout << "-> acotd[ignore_last(2)](wf)= " << eve::acotd[eve::ignore_last(2)](wf) << "\n";
  std::cout << "-> acotd[wf != 2.0f](wf)    = " << eve::acotd[wf != 2.0f](wf) << "\n";
}