Hello,

In the latest version of sage 6.4.1 the following code failed.
> I didn't have any problem with 6.2 version of sage.
>
> [...]
>
> Sage failed to compute the canonical height. 
> any ideas?
>

This computation is actually done by PARI; this was upgraded between 
versions 6.2 and 6.4.1.  The problem seems to lie in PARI:

gp > U = 
[-245369975623514803521420211420402474815373720177518420696215292670924086780233779586506792145074717/4069861969699146045958032034788970995470603578576,
 
-696053034387689435413673877713244121475782562610666903528251447608130654196417305610237634015759861/4069861969699146045958032034788970995470603578576,
 
-49356694805693369953216822105035107974083562942605713355717183776373331122267882948881129025418396548321363993080002121985116427859996985649385099335/4069861969699146045958032034788970995470603578576,
 
5996724761485351384753083917633373954904218466995628499407992841502416127074022935350022919212488198205525833829916828282709837728834438536000230267/1017465492424786511489508008697242748867650894644,
 
-1943033527672518505867347410801184866534773028979571976479290969993491996577167508758887358085512124817167326269402804641328588524702957475568608101932310746684310251168033629279636817525659690186705/4069861969699146045958032034788970995470603578576];
gp > E = ellinit(U);
gp > P = [283188771261789732541662405743402980051199109235, 
39175522019721182331498476245534716069785193060995];
gp > ellisoncurve(E, P)
%4 = 1
? ellheight(E, P)
  ***   at top-level: ellheight(E,P)
  ***                 ^--------------
  ***   at top-level: ellheight(E,P)
  ***                 ^--------------
  *** ellheight: unknown type 64.

The same with minimal models:

gp > F = ellminimalmodel(E, &urst);
gp > Q = ellchangepoint(P, urst);
gp > ellheight(F, Q)
  ***   at top-level: ellheight(F,Q)
  ***                 ^--------------
  ***   at top-level: ellheight(F,Q)
  ***                 ^--------------
  *** ellheight: unknown type 64.

Strangely, the error is slightly different (unknown type 0 instead of 64).

Peter

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