diff etc/NEWS.8.md @ 31063:451fb63a10a0

update integral to call quadgk for 'ArrayValued' integrations (bug #62468) * integral.m: Modify integrator selection so that calls with ‘ArrayValued’ go to quadgk instead of quadv. Remove error checks for previously incompatible parameter combinations. Update docstring to remove mention of quadv, point 'ArrayValued' reference to quadgk, change returned error parameter description to match current behavior, and remove parameter incompatibility note. Add BIST to verify combined parameter functionality, and change BISTs checking quadv err parameter. * quadgk.m: Correct parameter name in docstring. * NEWS.8.md: Under General Improvements add note about quadgk now accepting 'ArrayValued' parameter and update integral improvement description of optional returned error parameter. Under Matlab Compatibility add note about integral now accepting all parameter combinations.
author Nicholas R. Jankowski <jankowski.nicholas@gmail.com>
date Thu, 02 Jun 2022 19:56:15 -0400
parents f03e1eebf46d
children 7c5cb8f8a21e
line wrap: on
line diff
--- a/etc/NEWS.8.md	Thu Jun 02 17:08:32 2022 -0400
+++ b/etc/NEWS.8.md	Thu Jun 02 19:56:15 2022 -0400
@@ -9,13 +9,16 @@
 (as in previous versions).
 
 - `integral` can now output a second argument passing the error
-parameter from the underlying integrator.
+measurement used by the underlying integrator.
 
 - `perms` now accepts a second argument "unique" to return only unique
 permutations for inputs with repeated elements.  It is faster and takes
 less memory to call `perms ('aaaabbbbcccc', "unique")` than to call
 `unique (perms ('aaaabbbbcccc'), "rows")`.
 
+- `quadgk` can now accept the `ArrayValued` input parameter to handle
+array-valued input functions.
+
 ### Graphical User Interface
 
 
@@ -50,6 +53,9 @@
 - `var` and `std` now optionally output a second argument containing the mean
   or weighted mean.
 
+- `integral` can now accept the 'ArrayValued' option in combination with
+  'RelTol' and 'WayPoints'.
+
 - The default state for certain graphics properties has been made
   consistent with Matlab.