|
|
D.4.7.8 partitions
Procedure from library ellipticcovers.lib (see ellipticcovers_lib).
- Usage:
- partitions(n,a); n int, a int
- Assume:
- n and a are positive integers
- Return:
- list of all partitions of a into n summands.
- Theory:
- Computes all partitions of a into n summands.
This may eventually be deleted and become a more efficient kernel function.
Example:
| | LIB "ellipticcovers.lib";
partitions(3,7);
==> [1]:
==> 0,0,7
==> [2]:
==> 0,1,6
==> [3]:
==> 0,2,5
==> [4]:
==> 0,3,4
==> [5]:
==> 0,4,3
==> [6]:
==> 0,5,2
==> [7]:
==> 0,6,1
==> [8]:
==> 0,7,0
==> [9]:
==> 1,0,6
==> [10]:
==> 1,1,5
==> [11]:
==> 1,2,4
==> [12]:
==> 1,3,3
==> [13]:
==> 1,4,2
==> [14]:
==> 1,5,1
==> [15]:
==> 1,6,0
==> [16]:
==> 2,0,5
==> [17]:
==> 2,1,4
==> [18]:
==> 2,2,3
==> [19]:
==> 2,3,2
==> [20]:
==> 2,4,1
==> [21]:
==> 2,5,0
==> [22]:
==> 3,0,4
==> [23]:
==> 3,1,3
==> [24]:
==> 3,2,2
==> [25]:
==> 3,3,1
==> [26]:
==> 3,4,0
==> [27]:
==> 4,0,3
==> [28]:
==> 4,1,2
==> [29]:
==> 4,2,1
==> [30]:
==> 4,3,0
==> [31]:
==> 5,0,2
==> [32]:
==> 5,1,1
==> [33]:
==> 5,2,0
==> [34]:
==> 6,0,1
==> [35]:
==> 6,1,0
==> [36]:
==> 7,0,0
|
|
Online Manual
