well, you may reverse them again :-)
anyways,
assume n > m,
since our result is again a new link list with size at most n+1.
lets use this storage. We can use this storage to begin with.

take 2 temp pointers and iterate till you reach the end of either one i.e.
the smaller one.
now say list 2 has length m, say temp pointer p1 is at position n-m in list
1.
we have remaining space of n-m, create a new link list 4 which is list 1
reversed from position 1 to n-m.

now sum of any 2 nodes is at most 18,
start iterating from position n-m+1 (p1) in list 1 and position 1 in list 2.
as you proceed start creating a reverse link list with the sums in each node
i.e.
list 1 = 4->7->8->1->6
list 2 = 2->3->4

list 3 = 10<-4<-10
list 4 = 7->4
now reverse list 3 with the following
if no > 9 save a carry over,
sum carry over + number.

list 3 becomes: 0->5->0 and carry 1.
join 3 and 4 taking care of carry over to get (reversing 4 in the process)
4->8->0->5->0

This also assumes you can store integers > 9 in a node which should be fine.

On Wed, Jan 27, 2010 at 5:19 PM, Algoose Chase <harishp...@gmail.com> wrote:

> Condition:
> Can we do it keeping the original lists intact ? ie without reversing it.
> I mean , No recursion & no Reversing ... is it possible ?
>
> @kumar :
> 15234 is represented as  1->5->2->3->4
>
>
> On Wed, Jan 27, 2010 at 4:09 PM, saurabh gupta <sgup...@gmail.com> wrote:
>
>> perhaps you mean,
>> reverse each link list O(n+m).
>> then sum each node with carryover maintained.
>>
>> On Wed, Jan 27, 2010 at 11:07 AM, Anurag Bhatia <abhati...@gmail.com>wrote:
>>
>>> Let us take an example -
>>>
>>> Num 1 = 123456
>>> Num 2= 1234
>>> Link-1->Link-2->Link-3->Link-4->Link5->Link6
>>> Link-1->Link-2->Link-3->Link-4
>>>
>>> Add nodes into linkedlist 1 till either one of the list is not null.
>>> Make sure you process the carry in each iteration.
>>>
>>>
>>> --AB
>>>
>>>
>>> On Tue, Jan 26, 2010 at 9:47 PM, Algoose Chase <harishp...@gmail.com>
>>> wrote:
>>> > conditions:
>>> > NO extra memory (@ stack or Heap) at all. No recursion.
>>> >
>>> > Any body has got any hint about how to get this done ?
>>> >
>>> >
>>> >
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