FUNCTION :  ETA[ETAchanges] -  changes to the ETA package

CALLING SEQUENCE :  ETAchanges()

PARAMETERS :      

GLOBAL VARIABLES : 

SYNOPSIS :   
   Gives changes to ETA package

EXAMPLES :   

> with(ETA):
> ETAchanges();
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*
*
*  ETA package version 0.3b - Fri, Jun 12, 2020 12:04:51 PM
*  ETA package version 0.3a - Sat, Dec 14, 2019  9:39:25 PM
*  ETA package version 0.3  - Sat, Jun 29, 2019  8:19:25 PM
*  ETA package version 0.2  - Fri, Jun 21, 2019  1:04:35 PM
*  ETA package version 0.1  - Thu Jul 11 13:20:48 EDT 2013
*
*  Current version 0.3b tested on MAPLE 2020
*
*  Changes since version 0.3
*
*     * The functions provemodfuncGAMMA0UpETAid and 
*       provemodfuncGAMMA0UpETAidBATCH can now handle a ln combo
*       of eta-products (instead of a single eta-product) when proving an
*       identity U[p](gcombo) = etacombo.
*
*     * New functions etacombo2ETAPRODlist and etacombo2ETAPRODwCONSlist
*       converts etacombo to list (ARRAY) of eta-products
*       The function etacombo2ETAPRODwCONSlist also includes the
*       constants in the etacombo.
*
*     * Fixed minor typo in ETApversion                 
*     * Added var i to local in vetainf                 
*
*  Changes since version 0.2
*
*     * New function qetacombo                           
*       computes q-expansion of lin combo of eta-products
*
*     * New function  provemodfuncGAMMA0idBATCH           
*       BATCH version of  provemodfuncGAMMA0id           
*
*     * Fixed some minor typos in mintotGAMMA0ORDS       
*     * Fixed minor bug in provemodfuncGAMMA0id       
*     * Fixed minor typo in printETAIDORDStable    
*
*     * Minor changes to cuspord and CUSPORD    
*       cuspord now has 2 args not 3.           
*       USEAGE: cuspord(etaprod,cusp)           
*
*     * Fixed MAJOR BUG in UpLB                 
*       Should use cuspord NOT cuspORD          
*
*     * Fixed MAJOR BUGS in provemodfuncGAMMA0UpETAid 
*
*     * New function provemodfuncGAMMA0UpETAidBATCH 
*
*  Changes since version 0.1
*
*     * UpLB now accepts nargs = 0           
*
*     * LIST of new functions:
*         ETAchanges 
*         ETApversion 
*         provemodfuncGAMMA0UpETAid 
*
*     *   The function provemodfuncGAMMA0UpETAid 
          PROVES the id U[p](EP) = etacombo           
          where EP is an eta-product on Gamma[0](N*p), p is prime,
          etacombo is a linear combination of eta-products on
          Gamma[0](N) where p divides N.         
          USAGE:                                     
          provemodfuncGAMMA0UpETAid()                   
          provemodfuncGAMMA0UpETAid(EP,p,etacombo,N)   
*
*
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DISCUSSION :

SEE ALSO :