How to send gifts for babies in India?

How to send gifts for babies in India?

How to send rakhi and other rakhi gifts to India?

How to send rakhi and other rakhi gifts to India?

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How should I send Diwali gifts online?

How should I send Diwali gifts online?

How to send gifts online?

How to send gifts online?

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Algorithms: Divide the $ n $ gifts among three people to minimize the difference in the total cost of the gifts between the luckiest and the most unfortunate people

Divide $ n $ gifts of different values ​​between three people to minimize the difference in the total cost of gifts for the most fortunate and unfortunate people.

The total value of $ n $ gifts is $ W $. The fairest division will be to give everyone gifts of total value $ W / 3 $.

Suppose $ W_1, W_2, W_3 $ are the total values ​​of the gifts of the first, second and third person.

We want to minimize: $ max (W_1, W_2, W_3) – min (W_1, W_2, W_3) $.

Using the backpack problem. Assign the "weight" to the first backpack $ W / 3 $ and the same for the second backpack $ W / 3 $. Use the double backpack algorithm and get for each backpack the gifts that maximize the total value but obey $ W_ {i in {1,2}} le W / 3 $ property. Then, the remaining gifts are given to the third person.

The question is whether that type of algorithm is correct. If so, why? If not, can you provide your own solution to the problem?

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