AngouriMath

Navigation

Home Quick start Wiki Almanac Research What's new Try Use Angouri.org GitHub Report a bug Donate Contacts

← Back to list of members

DefiniteIntegral

 Method with 2 overloads

• DefiniteIntegral​(AngouriMath.​Entity.​Variable,​AngouriMath.​Entity.​Number.​Complex,​AngouriMath.​Entity.​Number.​Complex,​System.​Int32)

  Summary

  Integrates numerically over x between two bounds, without
  looking for an antiderivative. Only works for one-variable functions.
  

  Parameter "x"

  The variable to integrate over.

  Parameter "from"

  The lower bound.

  Parameter "to"

  The upper bound.

  Parameter "stepCount"

  How many steps to take; more is more accurate and slower.

  Returns

  The value of the integral.

  Remarks

  This is the instance method the obsolete MathS.Compute.DefiniteIntegral said to use and which did not exist — every other member of that group had a
  counterpart on Entity and this one did not, so removing the group
  would have taken numeric definite integration with it.
  

• DefiniteIntegral​(AngouriMath.​Entity.​Variable,​PeterO.​Numbers.​EDecimal,​PeterO.​Numbers.​EDecimal,​System.​Int32)

  Summary

  Integrates numerically over x between two real bounds.
  

  Parameter "x"

  The variable to integrate over.

  Parameter "from"

  The lower bound.

  Parameter "to"

  The upper bound.

  Parameter "stepCount"

  How many steps to take; more is more accurate and slower.

  Returns

  The value of the integral.