for this interesting problem!
Have a nice day,
Antonio
On Nov 7, 10:28 pm, anvera [EMAIL PROTECTED] wrote:
Why not? Does order really matters here? Look at the symmetry of the
problem. Put 3,4,5,5 and then 4,5,6,7 at the right side. Look at the
solutions. How they differ? Is this natural?
On Nov 7, 6
I have not developed entirely the idea, but I am sure it works.
Just write the corresponding linear system. You will have n unknowns
and n(n-1)/2 equations. Provided that the system is consistent you can
find a solution by Gaussian elimination.
For the complexity, you can do it in less than n^3/3
= ?
x1 + x4 = ?
x2 + x3 = ?
x2 + x4 = ?
x3 + x4 = ?
On 7 нояб, 20:16, anvera [EMAIL PROTECTED] wrote:
I have not developed entirely the idea, but I am sure it works.
Just write the corresponding linear system. You
Hi,
you can find the answers on the book The Art of Computer Programming
of Knuth, volume 2, known as Seminumerical Algorithms.
Good luck!
On 8 sep, 23:13, mukesh tiwari [EMAIL PROTECTED] wrote:
hello everybody .
for a given value i have to find a lowest possible steps in
exponation . i
