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Computations using minimum values

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# 1  
Old 08-02-2013
Computations using minimum values
I have the following code and into into trying to simplifying it. Any suggestions please?

Code:
  pmin = min (p(1), p(2), p(3), p(4), p(5), p(6))

  ni = 0
  xint = 0.0
  yint = 0.0
  zint = 0.0

  !--------------------------------------------- !

  if ((0.99999 * p(1)) <= pmin) then
    xint = x1i
    yint = yp + (yg * p(1))
    zint = zp + (zg * p(1))
    ni = ni + 1
    ic = ic - 1
  else if ((0.99999 * p(2)) <= pmin) then
    xint = x2i
    yint = yp + (yg * p(2))
    zint = zp + (zg * p(2))
    ni = ni + 1
    ic = ic + 1
  end if

  !--------------------------------------------- !

  if ((0.99999 * p(3)) <= pmin) then
    xint = xint + (xp + (xg * p(3)))
    yint = yint + y3i
    zint = zint + (zp + (zg * p(3)))
    ni = ni + 1
    jc = jc - 1
  else if ((0.99999 * p(4)) <= pmin) then
    xint = xint + (xp + (xg * p(4)))
    yint = yint + y4i
    zint = zint + (zp + (zg * p(4)))
    ni = ni + 1
    jc = jc + 1
  end if

  !--------------------------------------------- !

  if ((0.99999 * p(5)) <= pmin) then
    xint = xint + (xp + (xg * p(5)))
    yint = yint + (yp + (yg * p(5)))
    zint = zint + z5i
    ni = ni + 1
    kc = kc - 1
  else if ((0.99999 * p(6)) <= pmin) then
    xint = xint + (xp + (xg * p(6)))
    yint = yint + (yp + (yg * p(6)))
    zint = zint + z6i
    ni = ni + 1
    kc = kc + 1
  end if

# 2  
Old 08-02-2013
Looks minimal already! Does it work?
# 3  
Old 08-02-2013
That's good, just needed opinion. Thanks
# 4  
Old 08-02-2013
When searching for min, use < not <= since there is usually no point in overwriting one just as small, only smaller.
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