|
Packaging
discrete items Computes distributions
of packaged items Qack UNDER CONSTRUCTION |
|
|
| μ,
cv |
g % |
Parameters: mean and
coefficient of variation. |
| Threshold (min), costU |
g $ ⁄ g |
Nominal minimum, unit cost. |
| Barrier (max), costR |
g $ ⁄ bag |
Maximum, recycle cost (per recycled bag). |
| Trials, seed |
→ |
Monte Carlo trials (≤ 200e6), seed. |
| Level |
% |
Probability level of occurrence. |
| Simul. y-, x-axis bounds |
|
Simulation: axes bound in plot. |
| Plot points |
|
Simulation: n. of plot points. |
| Show values |
|
Show graph coordinates. |
Computes sums, T
(such as in Fig. 1), of numbers of items, n,
not below a given threshold, and gives:
the (continuous) distribution of T; and
the (discrete) distribution of n.
Other suggested data:
(μ, cv, thr) = (246.9 2.6 % 2000).
Shows the graphical results:
(a) for T, and
(b) for n.
Keywords: packaging; random; Monte Carlo;
giveaway. |
 Fig. 1 |
|
| References: |
Plate: Packaging |
• Calibrafruta, E. H., L.da
• (Wikipedia) Packaging
• ICMASC’26, International Conference Mathematical Analysis and
Applications in Science and Engineering, 21–23 June 2026,
Porto (Portugal).
• CISTI'2026, 17–20 June 2026,
Santiago de Compostela (Spain).
• 1904-10-12: Bradistilov, Georgi Delchev
(†1977-07-18, 72 yrs.). |
