// Copyright (C) 1998 The New York Group Theory Cooperative
// See magnus/doc/COPYRIGHT for the full notice.
//
// Principal Author: Alexei Myasnikov
//
// Status: in progress
//
// Revision History:
//


Check-in type:		abelian group

Objects highlighted:	subgroup H 

/*
 *   $Id: ComputeOrderTorsionSubgroup 20 2005-03-24 03:18:00Z daly $
 */
 
// Copyright (C) 1998 The New York Group Theory Cooperative
// See magnus/doc/COPYRIGHT for the full notice.
//
// Principal Author: Alexei Myasnikov
//
// Status: in progress
//
// Revision History:
//


Check-in type:		abelian group

Objects highlighted:	subgroup H 

Other objects present:  group A

Name in the menu:	Compute the order of the torsion subgroup of H

Problem type:		problem object

Help file:		AbelianOrderOfTheTorsionSubgroupOfSG.help



			     Algorithms:


1. Compute abelian invariants of parent A

      Links:

          Click here to see the generators of the canonical decomposition of A1


2. Compute abelian invariants of subgroup H

      Links:
  
          Click here to see the generators of the canonical decomposition of H

