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## [Axiom-developer] Fedora 8 binary problem

**From**: |
Raymond E. Rogers |

**Subject**: |
[Axiom-developer] Fedora 8 binary problem |

**Date**: |
Sat, 29 Mar 2008 09:31:45 -0400 |

**User-agent**: |
Thunderbird 2.0.0.12 (X11/20080226) |

Hi,

`Apparently the binary for fedora 8 has residual references to root.
``"cc1: error: /root/axiom/mnt/fedora8/bin/../h: Permission denied"
`
I followed the suggested installation and installed in /usr/local/axiom
Attached are two test files:
1) The result of
address@hidden ~]$ set |egrep axiom >axiom.lst
2) The test file that produces the call to /root/ instead of /usr/local
test.input
The error occurs when a non-superuser does
)read test.input

` I am trying to generate a work around (ln -s) but have failed so
``far; and I was unable to compile the source code.
`
Ray

AXIOM=/usr/local/axiom/mnt/fedora8
PATH=/usr/local/axiom/mnt/fedora8/bin:/opt/axiom/mnt/fedora8/bin:/usr/kerberos/bin:/usr/local/bin:/usr/bin:/bin:/usr/bin:/usr/games:/home/rrogers/bin

---
--- Test program to analyze groebner failures
--- on KKT analysis
---
--- Type casting
---
(PDF,C,Cs,Eqs): DMP([x,y,z,w,r], POLY FRAC INT)
---
--- Centered PDF
---
PDF:=[-r^2+x^2+y^2+z^2];
--- For cross puposes: x=Rb, y=Vo, z=Vref,w=Vr
---
--- Constraint
---
C:=[-2*z+(2*x+4)*w+(-2*x-4)*y=0];
--- Simple constraint
Cs:=[-2*z+(2*x+4)*w+(-4*y)=0];
---
---
--- Gradient
-- Functions
--
-- grad returns the list of of partial derivatives
-- of f with respect to the list A
grad(f,A)==[D(f,[i]) for i in A]
--
-- gradN returns the numerators of grad under the presumption
-- that only the zeros are of interest
--
gradN(f,A)==[numer(D(f,i)::FRAC POLY FRAC INT) for i in A]::LIST DMP(A,POLY
FRAC INT)
---
---
--- tests
---
Eqs:=append(Cs,grad(PDF,[x,y,z])=p*grad(Cs,x,y,z))
ans:=solve(Eqs,[x,y,z])

**[Axiom-developer] Fedora 8 binary problem**,
*Raymond E. Rogers* **<=**