# Revision history [back]

### Series and Sequences (Sage x Mathematica)

Hello, all.

I am trying to move from Mathematica to Sage Math but I'm facing basic issues. I had read the manual and searched for the answer in many results from google and found no answer to things like this:

In Mathematica, if I want to generate a sequence of integers I do the following (just an example):

Table[4*n^2 + 3, {n, 0, 50}] or Array[4 #^2 + 3 &, 44, 0]

and it will output the following:

{3, 7, 19, 39, 67, 103, 147, 199, 259, 327, 403, 487, 579, 679, 787, 903, 1027, 1159, 1299, 1447, 1603, 1767, 1939, 2119, 2307, 2503, 2707, 2919, 3139, 3367, 3603, 3847, 4099, 4359, 4627, 4903, 5187, 5479, 5779, 6087, 6403, 6727, 7059, 7399}

I saw the command range() but it doesn't accept a formula. Also, there is a mix of commands between Maxima and Python ... I'm really lost.

How can I generate the same list using Sage?

Thank you.

 2 No.2 Revision vdelecroix 6887 ●16 ●75 ●147 http://www.labri.fr/pe...

### Series and Sequences (Sage x Mathematica)

Hello, all.

I am trying to move from Mathematica to Sage Math but I'm facing basic issues. I had read the manual and searched for the answer in many results from google and found no answer to things like this:

In Mathematica, if I want to generate a sequence of integers I do the following (just an example):

Table[4*n^2 + 3, {n, 0, 50}]  or **or** Array[4 #^2 + 3 &, 44, 0]

0]

and it will output the following:

{3, 7, 19, 39, 67, 103, 147, 199, 259, 327, 403, 487, 579, 679, 787, 903, 1027, 1159, 1299, 1447, 1603, 1767, 1939, 2119, 2307, 2503, 2707, 2919, 3139, 3367, 3603, 3847, 4099, 4359, 4627, 4903, 5187, 5479, 5779, 6087, 6403, 6727, 7059, 7399}

7399}

I saw the command range() but it doesn't accept a formula. Also, there is a mix of commands between Maxima and Python ... I'm really lost.

How can I generate the same list using Sage?

Thank you.