Re: [sage-support] Re: Sage problem

2011-11-28 Thread Artur

Dear Simon,
That mean that if You to intend factorized number e.g. with 100 decimal 
digits on the start probe factorization (routine time 5 second) later 
algorhitm (ecm or qsieve)

Best wishes
Artur

W dniu 2011-11-28 00:14, Simon King pisze:

That is worth lost 5 second on the start ...

Do you mean by 5 seconds on the start: The time that Sage needs to
start up would increase by 5 seconds? I think many people would think
that the startup time of Sage is already too much, so, increasing it
further wouldn't be good.



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Re: [sage-support] Re: Sage problem

2011-11-27 Thread Artur

P.S. and Fedora version is 14

W dniu 2011-11-27 18:18, Simon King pisze:

Hi Artur,

my first impression of your post was: Not enough information (thus,
virtually impossible to answer), and rather rude.

Perhaps you find http://catb.org/~esr/faqs/smart-questions.html worth
reading.

On 27 Nov., 15:15, Arturgra...@csl.pl  wrote:

I was installed Virtual Box and later sage, when I execute SAGE ver last
line on screen is writen automatically by SAGE is
Starting factorytwisted...
and later I can write
I was write SAGE: 2+2
and how execute this ?

In general, if one has problems with any piece of software and asks
for help, one should at least provide some information about the
machine:
  * What CPU?
  * What operating system (apparently Windows, since you mention
vmware)?
  * What version of Sage did you download?
  * Are you using Sage on the command line or in your browser (and
also: What browser?)?
  * Does Sage start? If it doesn't: What is the error message?
  * What exactly is the problem?

 From the little what you say, I conclude that you use Sage on a
Windows machine, you are able to start Sage, a Sage notebook starts in
your browser, you write 2+2 and then you don't know how to continue.

Did you try to read some documentation?You would certainly learn that
in the commandline version, you simply press the Enter key to execute
2+2. But in the notebook version (i.e., when you work with your
browser), there are two ways to execute 2+2: Pressing Shift+Enter on
your keyboard, or clicking on the evaluate link at the bottom of the
cell you were editing. If you just hit Enter (not Shift+Enter), then
you remain in the same cell end can put several lines in a single
cell.


Sage treated user as enemy?!?

That's what I mean by rather rude. It feels as if you treat the Sage
developers as enemy, which is not a wise attitude for getting help.


Answer me privately...

No.

At least I've put you as Cc to my post. But I think it is a good idea
to have a public support forum. After all, if one user has a problem
that is solved here, then other users with similar problems can easily
find that answer by a little Google search.

But I think help will only be possible if you clearly explain the
problem.

Best regards,
Simon



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Re: [sage-support] Re: Sage problem

2011-11-27 Thread Artur

Shift + Enter doesn't work no button evaluate

W dniu 2011-11-27 18:18, Simon King pisze:

Hi Artur,

my first impression of your post was: Not enough information (thus,
virtually impossible to answer), and rather rude.

Perhaps you find http://catb.org/~esr/faqs/smart-questions.html worth
reading.

On 27 Nov., 15:15, Arturgra...@csl.pl  wrote:

I was installed Virtual Box and later sage, when I execute SAGE ver last
line on screen is writen automatically by SAGE is
Starting factorytwisted...
and later I can write
I was write SAGE: 2+2
and how execute this ?

In general, if one has problems with any piece of software and asks
for help, one should at least provide some information about the
machine:
  * What CPU?
  * What operating system (apparently Windows, since you mention
vmware)?
  * What version of Sage did you download?
  * Are you using Sage on the command line or in your browser (and
also: What browser?)?
  * Does Sage start? If it doesn't: What is the error message?
  * What exactly is the problem?

 From the little what you say, I conclude that you use Sage on a
Windows machine, you are able to start Sage, a Sage notebook starts in
your browser, you write 2+2 and then you don't know how to continue.

Did you try to read some documentation?You would certainly learn that
in the commandline version, you simply press the Enter key to execute
2+2. But in the notebook version (i.e., when you work with your
browser), there are two ways to execute 2+2: Pressing Shift+Enter on
your keyboard, or clicking on the evaluate link at the bottom of the
cell you were editing. If you just hit Enter (not Shift+Enter), then
you remain in the same cell end can put several lines in a single
cell.


Sage treated user as enemy?!?

That's what I mean by rather rude. It feels as if you treat the Sage
developers as enemy, which is not a wise attitude for getting help.


Answer me privately...

No.

At least I've put you as Cc to my post. But I think it is a good idea
to have a public support forum. After all, if one user has a problem
that is solved here, then other users with similar problems can easily
find that answer by a little Google search.

But I think help will only be possible if you clearly explain the
problem.

Best regards,
Simon



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Re: [sage-support] Re: Sage problem

2011-11-27 Thread Volker Braun
You want to open http://localhost:8000 in a web browser on the host 
machine. 

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Re: [sage-support] Re: Sage problem

2011-11-27 Thread Artur

2+2 Work, Hurah!!! Thank You very much!
Tell me how to find integral points on elliptic curve
x^3-y^2=-297
Im start
E=EllipticCurve([0,297])
E
 Elliptic Curve defined by y^2 = x^3 + 297 over Rational Field
E.points()
Traceback (click to the left of this block for traceback)
...
AttributeError: 'EllipticCurve_rational_field' object has no attribute
'points'

Best wishes
Artur

W dniu 2011-11-27 20:00, Volker Braun pisze:
You want to open http://localhost:8000 in a web browser on the host 
machine.  --

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Re: [sage-support] Re: Sage problem

2011-11-27 Thread John H Palmieri


On Sunday, November 27, 2011 11:16:10 AM UTC-8, Artur wrote:

 2+2 Work, Hurah!!! Thank You very much!
 Tell me how to find integral points on elliptic curve
 x^3-y^2=-297
 Im start
 E=EllipticCurve([0,297])
 E
   Elliptic Curve defined by y^2 = x^3 + 297 over Rational Field


Now type E. and hit the TAB key; you'll see many choices.  One of them is 
integral_points.

-- 
John

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Re: [sage-support] Re: Sage problem

2011-11-27 Thread Artur

After Tab key on E I have following:
E
ECM
EOFError
Ei
EisensteinForms
ElementWrapper
Elements
Ellipsis
EllipticCurve
EllipticCurveIsogeny
EllipticCurve_from_c4c6
EllipticCurve_from_cubic
EllipticCurve_from_j
EllipticCurve_from_plane_curve
EllipticCurves_with_good_reduction_outside_S
EmptySetError
End
EnumeratedSet
EnumeratedSets
EnvironmentError
EquationOrder
EtaGroup
EtaGroupElement
EtaGroup_class
EllipticCurve_from_j
EllipticCurve_from_plane_curve
EllipticCurves_with_good_reduction_outside_S
EmptySetError
End
EnumeratedSet
EnumeratedSets
EnvironmentError
EquationOrder
EtaGroup
EtaGroupElement
EtaGroup_class
EtaProduct
EuclideanDomain
EuclideanDomainElement
EuclideanDomains
Euler_Phi
Exception
Expression
ExtendedBinaryGolayCode
ExtendedQuadraticResidueCode
ExtendedTernaryGolayCode

no integral_points

W dniu 2011-11-27 20:21, John H Palmieri pisze:



On Sunday, November 27, 2011 11:16:10 AM UTC-8, Artur wrote:

2+2 Work, Hurah!!! Thank You very much!
Tell me how to find integral points on elliptic curve
x^3-y^2=-297
Im start
E=EllipticCurve([0,297])
E
  Elliptic Curve defined by y^2 = x^3 + 297 over Rational Field


Now type E. and hit the TAB key; you'll see many choices.  One of 
them is integral_points.


--
John

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Re: [sage-support] Re: Sage problem

2011-11-27 Thread Renan Birck Pinheiro
2011/11/27 Artur gra...@csl.pl

 **
 After Tab key on E I have following:

 snip

You forgot the point. Try

E. tab

(that is E, dot, then press tab).

Renan


-- 
Renan Birck Pinheiro - Grupo de Microeletrônica
http://www.ufsm.br/gmicro- Engenharia
Elétrica http://www.ufsm.br/cee/UFSM http://www.ufsm.br

http://renanbirck.blogspot.com / skype: renan.ee.ufsm

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Re: [sage-support] Re: Sage problem

2011-11-27 Thread Artur

Dear John,
Mayby in manual will be all options connected in Elliptic curve
E.conductor()
work properly

Best wishes
Artur

W dniu 2011-11-27 20:21, John H Palmieri pisze:



On Sunday, November 27, 2011 11:16:10 AM UTC-8, Artur wrote:

2+2 Work, Hurah!!! Thank You very much!
Tell me how to find integral points on elliptic curve
x^3-y^2=-297
Im start
E=EllipticCurve([0,297])
E
  Elliptic Curve defined by y^2 = x^3 + 297 over Rational Field


Now type E. and hit the TAB key; you'll see many choices.  One of 
them is integral_points.


--
John

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Re: [sage-support] Re: Sage problem

2011-11-27 Thread Artur

OK ! I was forgot add ()


E=EllipticCurve([0,297])
E
E.conductor()
E.integral_points()
work perfect . Thank You for proffessional assist!
Best wishes
Artur

W dniu 2011-11-27 20:21, John H Palmieri pisze:



On Sunday, November 27, 2011 11:16:10 AM UTC-8, Artur wrote:

2+2 Work, Hurah!!! Thank You very much!
Tell me how to find integral points on elliptic curve
x^3-y^2=-297
Im start
E=EllipticCurve([0,297])
E
  Elliptic Curve defined by y^2 = x^3 + 297 over Rational Field


Now type E. and hit the TAB key; you'll see many choices.  One of 
them is integral_points.


--
John

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Re: [sage-support] Re: Sage problem

2011-11-27 Thread Artur

WOW! As many options!
Wonderfull !!! I like SAGE!
Best wishes
Artur
P.S. Have Sage Prime factorization algorhitms?

W dniu 2011-11-27 20:29, Renan Birck Pinheiro pisze:



2011/11/27 Artur gra...@csl.pl mailto:gra...@csl.pl

After Tab key on E I have following:

snip

You forgot the point. Try

E. tab

(that is E, dot, then press tab).

Renan


--
Renan Birck Pinheiro - Grupo de Microeletrônica 
http://www.ufsm.br/gmicro - Engenharia Elétrica 
http://www.ufsm.br/cee/UFSM http://www.ufsm.br


http://renanbirck.blogspot.com / skype: renan.ee.ufsm



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Re: [sage-support] Re: Sage problem

2011-11-27 Thread Artur

John
Tell me yet is possible to count rank of my curve over rational field
I was try
E.mwrank
bound method EllipticCurve_rational_field.mwrank of Elliptic Curve 
defined by y^2



W dniu 2011-11-27 20:21, John H Palmieri pisze:



On Sunday, November 27, 2011 11:16:10 AM UTC-8, Artur wrote:

2+2 Work, Hurah!!! Thank You very much!
Tell me how to find integral points on elliptic curve
x^3-y^2=-297
Im start
E=EllipticCurve([0,297])
E
  Elliptic Curve defined by y^2 = x^3 + 297 over Rational Field


Now type E. and hit the TAB key; you'll see many choices.  One of 
them is integral_points.


--
John

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Re: [sage-support] Re: Sage problem

2011-11-27 Thread Justin C. Walker

On Nov 27, 2011, at 12:24 , Artur wrote:

 John
 Tell me yet is possible to count rank of my curve over rational field
 I was try
 E.mwrank
 bound method EllipticCurve_rational_field.mwrank of Elliptic Curve defined 
 by y^2

It might help you to know the following:

The TAB key can provide information about what possibilities are available from 
the string that you have just typed.  As you have discovered, if you type a 
partial string, TAB will give you completions that are known.

TAB following the . will give you names of both methods (functions) and 
variables associated to the name you have just typed, as for E..  Not all 
names will work for a given instance; what will actually work depends on 
exactly how the instance was created (Sage is based on Python [see below], 
which has a good object structure underlying it).

Also, once you have a complete name, ? and ?? will give you documentation 
(?) or documentation + implementation (if possible) (??) for the name.  Try 
typing E?, once you have defined E as an elliptic curve (you get the same 
with Elliptic_Curcve?).

It may also be helpful to review documentation on Python, and its class 
structures (see the documentation link on http://www.python.org).  Python is 
the underlying language for both the Sage system and the Sage interpreter, so 
understanding that will help you to understand Sage.

We don't put all of the possible details for all of Sage's functions and 
classes into documentation at any one time; Sage is dynamically changing, and 
to do so would be a lot of work.  Instead, we rely on the above on-line 
mechanisms to supplement the documentation.  A fair amount is automatically 
culled from source and put into various manuals (cf the documentation available 
in your installation, or on-line at http://sagemath.org).

Finally (if you've gotten this far), your experience with mwrank shows that 
this is a method, i.e., a function/procedure.  Typing E.mwrank? will give you 
information about how to use it.

HTH

Justin

--
Justin C. Walker, Curmudgeon-At-Large
Institute for the Enhancement of the Director's Income

When LuteFisk is outlawed,
Only outlaws will have LuteFisk




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Re: [sage-support] Re: Sage problem

2011-11-27 Thread Artur

John,
Many Thanks for support! Now I have all information which I need on the 
start.
About Integer factorizations Will be worthy to implemented to SAGE probe 
factorization with prime base to safe computer time.


best wishes
Artur

W dniu 2011-11-27 21:41, Justin C. Walker pisze:

On Nov 27, 2011, at 12:24 , Artur wrote:


John
Tell me yet is possible to count rank of my curve over rational field
I was try
E.mwrank
bound method EllipticCurve_rational_field.mwrank of Elliptic Curve defined by 
y^2

It might help you to know the following:

The TAB key can provide information about what possibilities are available from the 
string that you have just typed.  As you have discovered, if you type a partial 
string, TAB will give you completions that are known.

TAB following the . will give you names of both methods (functions) and variables associated to 
the name you have just typed, as for E..  Not all names will work for a given instance; what will 
actually work depends on exactly how the instance was created (Sage is based on Python [see below], which has 
a good object structure underlying it).

Also, once you have a complete name, ? and ?? will give you documentation (?) or documentation + 
implementation (if possible) (??) for the name.  Try typing E?, once you have defined E as an elliptic curve (you 
get the same with Elliptic_Curcve?).

It may also be helpful to review documentation on Python, and its class structures 
(see the documentation link onhttp://www.python.org).  Python is the underlying 
language for both the Sage system and the Sage interpreter, so understanding that will help you 
to understand Sage.

We don't put all of the possible details for all of Sage's functions and classes into 
documentation at any one time; Sage is dynamically changing, and to do so would be a lot of 
work.  Instead, we rely on the above on-line mechanisms to supplement the 
documentation.  A fair amount is automatically culled from source and put into various manuals 
(cf the documentation available in your installation, or on-line athttp://sagemath.org).

Finally (if you've gotten this far), your experience with mwrank shows that this is a 
method, i.e., a function/procedure.  Typing E.mwrank? will give you information about 
how to use it.

HTH

Justin

--
Justin C. Walker, Curmudgeon-At-Large
Institute for the Enhancement of the Director's Income

When LuteFisk is outlawed,
Only outlaws will have LuteFisk






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Re: [sage-support] Re: Sage problem

2011-11-27 Thread Artur

Dear Simon,
I have base about 1 MB prime factors which occured in many 
factorizations x^n-1 , Lucas, Fibonacci etc. I don't adding any 
successive primes only primes which occured in siome factorizations (my 
base also contained Cunningham base and 100 others)
Algorhithm of probe factorziation is  very simply. Take successive 
primes from base smaller as factorized number and by GCD method checked 
that this prime divisor occured in factorized number. GCD algorhitm is 
very quick that scan whole baseneed few seconds but finding big factors 
even with NFS method (not implemented in SAGE yet) need lot of time. 
That is worth lost 5 second on the start and lot of very big numbers can 
be factorized completely on this method during 5 seconds only.

Best wishes
Artur



W dniu 2011-11-27 22:33, Simon King pisze:

Hi Artur,

On 27 Nov., 22:08, Arturgra...@csl.pl  wrote:

John,
Many Thanks for support! Now I have all information which I need on the
start.

Good! I think tab completion and the possibility to see documentation
and even the source code of the stuff is a big plus.


About Integer factorizations Will be worthy to implemented to SAGE probe
factorization with prime base to safe computer time.

At least according to the benchmarks at http://sagemath.org/tour-benchmarks.html
(factorization of 2^512-1), Sage is not bad at factoring integers. So,
I guess using the existing implementation of factorization algorithms
is a good starting point. Of course, if you observe that in some
applications factorization is too slow and you know how to improve it,
then you are welcome to demonstrate how.

Cheers,
Simon



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