Hi,
I would like to see if
2/(g - d + 2*r + 1) - 4 >= 0
with some restrictions.
Hence, I am trying to use
isAlways(2/(g - d + 2*r + 1) - 4 >= 0 & r>=1 & g>=1 & d>=1 & r+g-d>=0 & nchoosek(r+2,2) >= 1+2*d-g & g-(r+1)*(r+g-d)-(nchoosek(r+2,2)-2*d+g)>=0 & N == nchoosek(r+2,2)-2*d+g);
Where N is a value that I enter by computer at the beginning.
MatLab returns
Warning: Unable to prove '1 == g - 2*d + nchoosek(r + 2, 2) & 0 <= 2*d - (r + 1)*(g - d + r) - nchoosek(r + 2, 2) & 0 <= g -d + r & 2*d - g + 1 <= nchoosek(r + 2, 2) & 1 <= d & 1 <= g & 1 <= r & 0 <= 2/(g - d + 2*r + 1) - 4'. > In symengine In sym/isAlways (line 38) In partitions1 (line 38)
r,g,d are symbolic variables.
WHY DO THIS HAPPEN? CAN ANYONE HELP ME?
Best Answer