{ "cells": [ { "cell_type": "markdown", "id": "4a1288fb", "metadata": { "tags": [ "easy", "Count", "objSum", "complex", "COP" ] }, "source": [ "# Problem *Warehouse Location*" ] }, { "cell_type": "markdown", "id": "f7fd2c55", "metadata": {}, "source": [ "In the Warehouse Location problem (WLP), a company considers opening warehouses at some candidate locations in order to supply its existing stores.\n", "Each possible warehouse has the same maintenance cost, and a capacity designating the maximum number of stores that it can supply.\n", "Each store must be supplied by exactly one open warehouse.\n", "The supply cost to a store depends on the warehouse.\n", "The objective is to determine which warehouses to open, and which of these warehouses should supply the various stores, such that the sum of the maintenance and supply costs is minimized.\n", "See [CSPLib (Problem 034)](https://www.csplib.org/Problems/prob034/) for more information.\n" ] }, { "attachments": { "warehouse.jpg": { 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" } }, "cell_type": "markdown", "id": "d84ea809", "metadata": {}, "source": [ "Palumbo Fruit Company Warehouse. Image from [commons.wikimedia.org](https://commons.wikimedia.org/wiki/File:Palumbo_Fruit_Company_Warehouse_-_Payette_Idaho.jpg)\n", "\"Warehouse\"" ] }, { "cell_type": "markdown", "id": "60e15900", "metadata": {}, "source": [ "To build a COP (Constraint Optimization Problem) model, we need first to import the library PyCSP$^3$:" ] }, { "cell_type": "code", "execution_count": 1, "id": "c4ce0c92", "metadata": {}, "outputs": [], "source": [ "from pycsp3 import *" ] }, { "cell_type": "markdown", "id": "274a72f2", "metadata": {}, "source": [ "Then, we need some data. " ] }, { "cell_type": "code", "execution_count": 2, "id": "2b119947", "metadata": {}, "outputs": [], "source": [ "fixed_cost = 30 # cost of opening a warehouse\n", "capacities = [1, 4, 2, 1, 3] # capacities of the warehouses\n", "costs = [ # costs of supplying stores\n", " [100, 24, 11, 25, 30], \n", " [28, 27, 82, 83, 74],\n", " [74, 97, 71, 96, 70], \n", " [ 2, 55, 73, 69, 61],\n", " [46, 96, 59, 83, 4], \n", " [42, 22, 29, 67, 59],\n", " [ 1, 5, 73, 59, 56], \n", " [10, 73, 13, 43, 96],\n", " [93, 35, 63, 85, 46], \n", " [47, 65, 55, 71, 95]\n", "]\n", "nWarehouses, nStores = len(capacities), len(costs)" ] }, { "cell_type": "markdown", "id": "9011ef74", "metadata": {}, "source": [ "Here, we have 5 warehouses and 10 stores. Everytime a wahehouse is open, it costs 30, the capacity of the second warehouse (at index 1) is 4 (it can supply upt to 4 stores), and the cost of supplying the second store with the third warehouse is 82." ] }, { "cell_type": "markdown", "id": "c5b4cdfb", "metadata": {}, "source": [ "We start our COP model with an array $w$ of 10 variables (one per store), each variable having $\\{0,1,\\dots,4\\}$ as domain. " ] }, { "cell_type": "code", "execution_count": 3, "id": "d7c7d7ea", "metadata": {}, "outputs": [], "source": [ "# w[i] is the warehouse supplying the ith store\n", "w = VarArray(size=nStores, dom=range(nWarehouses))" ] }, { "cell_type": "markdown", "id": "c2f1f3b0", "metadata": {}, "source": [ "We can display (the structure of) the array as well as the domain of the first variable." ] }, { "cell_type": "code", "execution_count": 4, "id": "ea858d98", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Array of variables w: [w[0], w[1], w[2], w[3], w[4], w[5], w[6], w[7], w[8], w[9]]\n", "Domain of any variable: 0..4\n" ] } ], "source": [ "print(\"Array of variables w: \", w)\n", "print(\"Domain of any variable: \", w[0].dom)" ] }, { "cell_type": "markdown", "id": "dfa76eb2", "metadata": {}, "source": [ "For dealing with warehouse capacities, we use the constraint *Count* by calling the function *Count()*: the number of variables in a given list (here, $w$) that take the value specified by the named parameter *value* must be less than a constant." ] }, { "cell_type": "code", "execution_count": 5, "id": "52eefacc", "metadata": {}, "outputs": [], "source": [ "satisfy(\n", " # capacities of warehouses must not be exceeded\n", " Count(w, value=j) <= capacities[j] for j in range(nWarehouses)\n", ");" ] }, { "cell_type": "markdown", "id": "2f88ca06", "metadata": {}, "source": [ "We can display the internal representation of the posted constraints; this way, although a little bit technical, we can see that the right capacities are set (note that 'le' stands for 'less than or equal to')." ] }, { "cell_type": "code", "execution_count": 6, "id": "43141a0c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "count(list:[w[0], w[1], w[2], w[3], w[4], w[5], w[6], w[7], w[8], w[9]], values:[0], condition:(le,1))\n", "count(list:[w[0], w[1], w[2], w[3], w[4], w[5], w[6], w[7], w[8], w[9]], values:[1], condition:(le,4))\n", "count(list:[w[0], w[1], w[2], w[3], w[4], w[5], w[6], w[7], w[8], w[9]], values:[2], condition:(le,2))\n", "count(list:[w[0], w[1], w[2], w[3], w[4], w[5], w[6], w[7], w[8], w[9]], values:[3], condition:(le,1))\n", "count(list:[w[0], w[1], w[2], w[3], w[4], w[5], w[6], w[7], w[8], w[9]], values:[4], condition:(le,3))\n" ] } ], "source": [ "print(posted())" ] }, { "cell_type": "markdown", "id": "e6a01f52", "metadata": {}, "source": [ "By calling the function *solve()*, we can check that the problem is satisfiable (SAT). We can also display the values assigned to the variables in the found solution by calling the function *value()*." ] }, { "cell_type": "code", "execution_count": 7, "id": "1c05f2ab", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[0, 1, 1, 1, 1, 2, 2, 3, 4, 4]\n", "Warehouse supplying the store 0 is 0 with cost 100\n", "Warehouse supplying the store 1 is 1 with cost 27\n", "Warehouse supplying the store 2 is 1 with cost 97\n", "Warehouse supplying the store 3 is 1 with cost 55\n", "Warehouse supplying the store 4 is 1 with cost 96\n", "Warehouse supplying the store 5 is 2 with cost 29\n", "Warehouse supplying the store 6 is 2 with cost 73\n", "Warehouse supplying the store 7 is 3 with cost 43\n", "Warehouse supplying the store 8 is 4 with cost 46\n", "Warehouse supplying the store 9 is 4 with cost 95\n" ] } ], "source": [ "if solve() is SAT:\n", " print(values(w))\n", " for i in range(nStores):\n", " print(f\"Warehouse supplying the store {i} is {value(w[i])} with cost {costs[i][value(w[i])]}\")" ] }, { "cell_type": "markdown", "id": "18c0f59a", "metadata": {}, "source": [ "We can control that the capacities of the warehouse are respected. We also note that all warehouses are open." ] }, { "cell_type": "markdown", "id": "c3e90493", "metadata": {}, "source": [ "Concerning optimization, in a first step, let us suppose that we just want to minimize the number of warehouses to be open. This is exactly the task of minimizing the number of distinct values taken by variables of $w$. This can be written: " ] }, { "cell_type": "code", "execution_count": 8, "id": "01d2dc5d", "metadata": {}, "outputs": [], "source": [ "minimize(\n", " # minimizing the number of open warehouses\n", " NValues(w)\n", ");" ] }, { "cell_type": "markdown", "id": "9a478bfb", "metadata": {}, "source": [ "We can also display the internal representation of the posted objective." ] }, { "cell_type": "code", "execution_count": 9, "id": "66aadd28", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "minimize(nValues(list:[w[0], w[1], w[2], w[3], w[4], w[5], w[6], w[7], w[8], w[9]]))\n" ] } ], "source": [ "print(objective())" ] }, { "cell_type": "markdown", "id": "2e9c1d3f", "metadata": {}, "source": [ "We can run again the solver, with this optimization task. Note that we need to check that the status returned by the solver is now OPTIMUM. " ] }, { "cell_type": "code", "execution_count": 10, "id": "5e621ff9", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[0, 1, 1, 1, 1, 2, 2, 4, 4, 4]\n", "Number of open warehouses: 4\n", "Cost of opening warehouses: 120\n" ] } ], "source": [ "if solve() is OPTIMUM:\n", " print(values(w))\n", " print(\"Number of open warehouses: \", bound())\n", " print(\"Cost of opening warehouses: \" , bound()*fixed_cost)" ] }, { "cell_type": "markdown", "id": "6c56e9f7", "metadata": {}, "source": [ "In a second step, let us suppose that we just want to minimize the cost of supplying the stores. For the ith store, this cost is given by $costs[i][w[i]]$ when the variable $w[i]$ is assigned (technically, here, a constraint *ElementMatrix* is involved). This can be written:" ] }, { "cell_type": "raw", "id": "b7e9a982", "metadata": { "raw_mimetype": "text/x-python" }, "source": [ "minimize(\n", " # minimizing the cost of supplying stores\n", " Sum(costs[i][w[i]] for i in range(nStores))\n", ");" ] }, { "cell_type": "markdown", "id": "ec1de0e7", "metadata": {}, "source": [ "Unfortunately, this is not valid (an error occurs, if we run this piece of code). This is because it is not possible to use a special object (here, an object Var) as an index of a list of integers in Python. We need to transform the list of integers into a more specific list with the function *cp_array()*. So we write: " ] }, { "cell_type": "code", "execution_count": 11, "id": "9c9f9b7d", "metadata": {}, "outputs": [], "source": [ "costs = cp_array(costs)" ] }, { "cell_type": "markdown", "id": "3cc24cef", "metadata": {}, "source": [ "And we post the new objective:" ] }, { "cell_type": "code", "execution_count": 12, "id": "f55b8063", "metadata": {}, "outputs": [], "source": [ "minimize(\n", " # minimizing the cost of supplying stores\n", " Sum(costs[i][w[i]] for i in range(nStores))\n", ");" ] }, { "cell_type": "markdown", "id": "24e7ee7f", "metadata": {}, "source": [ "Currently, whenever we call the function *minimize()* or *maximize()*, we overwrite the previous objective if any was present." ] }, { "cell_type": "markdown", "id": "0edc143a", "metadata": {}, "source": [ "We can run again the solver, with this new optimization task. " ] }, { "cell_type": "code", "execution_count": 13, "id": "02e79890", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[3, 1, 4, 0, 4, 1, 1, 2, 1, 2]\n", "Cost of supplying the store 0 is 25\n", "Cost of supplying the store 1 is 27\n", "Cost of supplying the store 2 is 70\n", "Cost of supplying the store 3 is 2\n", "Cost of supplying the store 4 is 4\n", "Cost of supplying the store 5 is 22\n", "Cost of supplying the store 6 is 5\n", "Cost of supplying the store 7 is 13\n", "Cost of supplying the store 8 is 35\n", "Cost of supplying the store 9 is 55\n", "Total supplying cost: 258\n" ] } ], "source": [ "if solve() is OPTIMUM:\n", " print(values(w))\n", " for i in range(nStores):\n", " print(f\"Cost of supplying the store {i} is {costs[i][value(w[i])]}\")\n", " print(\"Total supplying cost: \", bound())" ] }, { "cell_type": "markdown", "id": "e7fb18c4", "metadata": {}, "source": [ "Finally, we can combine both parts of the objective as follows:" ] }, { "cell_type": "code", "execution_count": 14, "id": "a06241e6", "metadata": {}, "outputs": [], "source": [ "minimize(\n", " # minimizing the overall cost\n", " Sum(costs[i][w[i]] for i in range(nStores)) + NValues(w) * fixed_cost\n", ");" ] }, { "cell_type": "markdown", "id": "1ea730df", "metadata": {}, "source": [ "We run the solver, with this combined optimization task." ] }, { "cell_type": "code", "execution_count": 15, "id": "3d4126cf", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[4, 1, 4, 0, 4, 1, 1, 2, 1, 2]\n", "Cost of supplying the store 0 is 30\n", "Cost of supplying the store 1 is 27\n", "Cost of supplying the store 2 is 70\n", "Cost of supplying the store 3 is 2\n", "Cost of supplying the store 4 is 4\n", "Cost of supplying the store 5 is 22\n", "Cost of supplying the store 6 is 5\n", "Cost of supplying the store 7 is 13\n", "Cost of supplying the store 8 is 35\n", "Cost of supplying the store 9 is 55\n", "Overall cost: 383\n" ] } ], "source": [ "if solve() is OPTIMUM:\n", " print(values(w))\n", " for i in range(nStores):\n", " print(f\"Cost of supplying the store {i} is {costs[i][value(w[i])]}\")\n", " print(\"Overall cost: \", bound())" ] }, { "cell_type": "markdown", "id": "6e8549f3", "metadata": {}, "source": [ "Finally, we give below the model in one piece. Here the data is expected to be given by the user (in a command line). Note that when the data is loaded from a file (which is the usual case), all lists of integers have the specific type of list returned by *cp_array()*, and so, it is very rare to need to call this function explicitly." ] }, { "cell_type": "raw", "id": "0c9a1fd2", "metadata": { "raw_mimetype": "text/x-python" }, "source": [ "from pycsp3 import *\n", "\n", "fixed_cost, capacities, costs = data # fixed_cost is the fixed cost when opening a warehouse\n", "nWarehouses, nStores = len(capacities), len(costs)\n", "\n", "# w[i] is the warehouse supplying the ith store\n", "w = VarArray(size=nStores, dom=range(nWarehouses))\n", "\n", "satisfy(\n", " # capacities of warehouses must not be exceeded\n", " Count(w, value=j) <= capacities[j] for j in range(nWarehouses)\n", ")\n", "\n", "minimize(\n", " # minimizing the overall cost\n", " Sum(costs[i][w[i]] for i in range(nStores)) + NValues(w) * fixed_cost\n", ")" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.12" } }, "nbformat": 4, "nbformat_minor": 5 }