SUSE Package Hub 15 oneclick install
Install gaplpres
NOTE: This oneclick installation requires that the SUSE Package Hub extension to already be enabled.
See http://packagehub.suse.com/howtouse/ for information on enabling the Package Hub extension
If the extension is not enabled, this installation will fail while trying to enable an invalid repo.
This package might depend on packages from SUSE Linux Enterprise modules. If those modules are not enabled, a package dependency error will be encountered.
SUSEPackageHub15StandardPool
Package Hub 15
Dummy repo  this will fail

gaplpres
GAP: Nilpotent Quotients of LPresented Groups
The LPRES package defines new GAP objects to work with Lpresented
groups, namely groups given by a finite generating set and a
possiblyinfinite set of relations given as iterates of finitely many
seed relations by a finite set of endomorphisms. The package
implements nilpotent quotient, ToddCoxeter and ReidemeisterSchreier
algorithms for Lpresented groups.
SUSE Package Hub 15 oneclick install
Install gaplpres
NOTE: This oneclick installation requires that the SUSE Package Hub extension to already be enabled.
See http://packagehub.suse.com/howtouse/ for information on enabling the Package Hub extension
If the extension is not enabled, this installation will fail while trying to enable an invalid repo.
This package might depend on packages from SUSE Linux Enterprise modules. If those modules are not enabled, a package dependency error will be encountered.
SUSEPackageHub15StandardPool
Package Hub 15
Dummy repo  this will fail

gaplpres
GAP: Nilpotent Quotients of LPresented Groups
The LPRES package defines new GAP objects to work with Lpresented
groups, namely groups given by a finite generating set and a
possiblyinfinite set of relations given as iterates of finitely many
seed relations by a finite set of endomorphisms. The package
implements nilpotent quotient, ToddCoxeter and ReidemeisterSchreier
algorithms for Lpresented groups.
SUSE Package Hub 15 SP1 oneclick install
Install gaplpres
NOTE: This oneclick installation requires that the SUSE Package Hub extension to already be enabled.
See http://packagehub.suse.com/howtouse/ for information on enabling the Package Hub extension
If the extension is not enabled, this installation will fail while trying to enable an invalid repo.
This package might depend on packages from SUSE Linux Enterprise modules. If those modules are not enabled, a package dependency error will be encountered.
SUSEPackageHub15SP1BackportsPool
Package Hub 15 SP1
Dummy repo  this will fail

gaplpres
GAP: Nilpotent Quotients of LPresented Groups
The LPRES package defines new GAP objects to work with Lpresented
groups, namely groups given by a finite generating set and a
possiblyinfinite set of relations given as iterates of finitely many
seed relations by a finite set of endomorphisms. The package
implements nilpotent quotient, ToddCoxeter and ReidemeisterSchreier
algorithms for Lpresented groups.
SUSE Package Hub 15 SP1 oneclick install
Install gaplpres
NOTE: This oneclick installation requires that the SUSE Package Hub extension to already be enabled.
See http://packagehub.suse.com/howtouse/ for information on enabling the Package Hub extension
If the extension is not enabled, this installation will fail while trying to enable an invalid repo.
This package might depend on packages from SUSE Linux Enterprise modules. If those modules are not enabled, a package dependency error will be encountered.
SUSEPackageHub15SP1BackportsPool
Package Hub 15 SP1
Dummy repo  this will fail

gaplpres
GAP: Nilpotent Quotients of LPresented Groups
The LPRES package defines new GAP objects to work with Lpresented
groups, namely groups given by a finite generating set and a
possiblyinfinite set of relations given as iterates of finitely many
seed relations by a finite set of endomorphisms. The package
implements nilpotent quotient, ToddCoxeter and ReidemeisterSchreier
algorithms for Lpresented groups.
SUSE Package Hub 15 SP2 oneclick install
Install gaplpres
NOTE: This oneclick installation requires that the SUSE Package Hub extension to already be enabled.
See http://packagehub.suse.com/howtouse/ for information on enabling the Package Hub extension
If the extension is not enabled, this installation will fail while trying to enable an invalid repo.
This package might depend on packages from SUSE Linux Enterprise modules. If those modules are not enabled, a package dependency error will be encountered.
SUSEPackageHub15SP2BackportsPool
Package Hub 15 SP2
Dummy repo  this will fail

gaplpres
GAP: Nilpotent Quotients of LPresented Groups
The LPRES package defines new GAP objects to work with Lpresented
groups, namely groups given by a finite generating set and a
possiblyinfinite set of relations given as iterates of finitely many
seed relations by a finite set of endomorphisms. The package
implements nilpotent quotient, ToddCoxeter and ReidemeisterSchreier
algorithms for Lpresented groups.
SUSE Package Hub 15 SP2 oneclick install
Install gaplpres
NOTE: This oneclick installation requires that the SUSE Package Hub extension to already be enabled.
See http://packagehub.suse.com/howtouse/ for information on enabling the Package Hub extension
If the extension is not enabled, this installation will fail while trying to enable an invalid repo.
This package might depend on packages from SUSE Linux Enterprise modules. If those modules are not enabled, a package dependency error will be encountered.
SUSEPackageHub15SP2BackportsPool
Package Hub 15 SP2
Dummy repo  this will fail

gaplpres
GAP: Nilpotent Quotients of LPresented Groups
The LPRES package defines new GAP objects to work with Lpresented
groups, namely groups given by a finite generating set and a
possiblyinfinite set of relations given as iterates of finitely many
seed relations by a finite set of endomorphisms. The package
implements nilpotent quotient, ToddCoxeter and ReidemeisterSchreier
algorithms for Lpresented groups.
SUSE Package Hub 15 SP3 oneclick install
Install gaplpres
NOTE: This oneclick installation requires that the SUSE Package Hub extension to already be enabled.
See http://packagehub.suse.com/howtouse/ for information on enabling the Package Hub extension
If the extension is not enabled, this installation will fail while trying to enable an invalid repo.
This package might depend on packages from SUSE Linux Enterprise modules. If those modules are not enabled, a package dependency error will be encountered.
SUSEPackageHub15SP3BackportsPool
Package Hub 15 SP3
Dummy repo  this will fail

gaplpres
GAP: Nilpotent Quotients of LPresented Groups
The LPRES package defines new GAP objects to work with Lpresented
groups, namely groups given by a finite generating set and a
possiblyinfinite set of relations given as iterates of finitely many
seed relations by a finite set of endomorphisms. The package
implements nilpotent quotient, ToddCoxeter and ReidemeisterSchreier
algorithms for Lpresented groups.
SUSE Package Hub 15 SP3 oneclick install
Install gaplpres
NOTE: This oneclick installation requires that the SUSE Package Hub extension to already be enabled.
See http://packagehub.suse.com/howtouse/ for information on enabling the Package Hub extension
If the extension is not enabled, this installation will fail while trying to enable an invalid repo.
This package might depend on packages from SUSE Linux Enterprise modules. If those modules are not enabled, a package dependency error will be encountered.
SUSEPackageHub15SP3BackportsPool
Package Hub 15 SP3
Dummy repo  this will fail

gaplpres
GAP: Nilpotent Quotients of LPresented Groups
The LPRES package defines new GAP objects to work with Lpresented
groups, namely groups given by a finite generating set and a
possiblyinfinite set of relations given as iterates of finitely many
seed relations by a finite set of endomorphisms. The package
implements nilpotent quotient, ToddCoxeter and ReidemeisterSchreier
algorithms for Lpresented groups.