Procedure non-dominated_sorting (P) input: Population solutions output: Pareto sorting solutions set Step1. //create the Pareto level 1 For each solution ke P Sk; //memory the solutions which are dominated by k nk = = 0 //the number of solutions which dominate k Step 1.1 For each solution uЄ P if (ku) Sk = Sk U{u} if (uk)nk=nk End for +1 Step 1.2 //store the Pareto level 1 if n₁ =0 ₁ = End for {k} Step 2. //fetch the Pareto level 2 from Pareto level 1, and then fetch the Pareto level 3 from level 2, and so on. Step 2.1 i=1 Step 2.2 if (0), then ;+1 = 0. For each solution ke г; For each solution uЄ Sk nu-nu-1 if n₁ =0 г¡+₁ =П₁₁₁ ~{u} End for End for i+1 i+1 Step 2.3 i=i+1; go back to step 2.2

Procedure non-dominated_sorting (P) input: Population solutions output: Pareto sorting solutions set Step1. //create the Pareto level 1 For each solution ke P Sk; //memory the solutions which are dominated by k nk = = 0 //the number of solutions which dominate k Step 1.1 For each solution uЄ P if (ku) Sk = Sk U{u} if (uk)nk=nk End for +1 Step 1.2 //store the Pareto level 1 if n₁ =0 ₁ = End for {k} Step 2. //fetch the Pareto level 2 from Pareto level 1, and then fetch the Pareto level 3 from level 2, and so on. Step 2.1 i=1 Step 2.2 if (0), then ;+1 = 0. For each solution ke г; For each solution uЄ Sk nu-nu-1 if n₁ =0 г¡+₁ =П₁₁₁ ~{u} End for End for i+1 i+1 Step 2.3 i=i+1; go back to step 2.2

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

See similar textbooks

Similar questions

An MxN matrix can be represented by a 1-D array of size M*N as follows: The elements at index 0 to N-1 corerspond to the first row of the matrix The elements at index N to 2*N-1 corerspond to the second row of the matrix so on The elements at index (M-1)*N to M*N corerspond to the last row of the matrix Problem Write a function to multiply two matrices. Save the resultant matrix in the 1-D array that is passed as argument to the function. If the function succeeds return 1. Or if the the matrices are incompatible for multiplication, return -1 int MatrixMultiply(int matrix1[], int r1, int c1, int matrix2[], int r2, int c2, int resultant[], int &r3, int &c3) { } int main(int argc, char *argv[]) { return 0; } THIS IN C++.
ALL 18. Recurrence Relation to Runtime Given an algorithm with the recurrence relation of T(n) = T(n-1) + n, what is the Big O runtime? This equation means that there is a function that when called with input size n, it performs n work and then recursively calls the function for the n-1 case. 13 Assume T(0) = 1. 14 Pick ONE option 15 O(nlog(n)) O o(n*(log(n)!) 16 O O(log(n)) 17 18 (n^2) Clear Selection 19 20
question from database managment system (sql query) Exercise 1:Given an array of numbers as follows: x = [1 0 9 10 5 8 10 0 5 4 7 7 3 7], compute the following: 1) mode(x); 2) mean(x); 3) median(x). Exercise 2: For the same array x from Exercise 1, compute the 1) range (x); 2) standard deviation SD(x).
In a CS department top 3 students' marks are compared to develop the similarity graph. Students name are Alia, Kareem and Fiza. Each student is enrolled in 5 subjects (Data Structures, Discrete math, calculus, Operating system and Database management systems). Your task is to fill the arrays with user input and the values should be between 80 and 100 (80 and 100 are inclusive) for each subject. Now compare these three arrays and find the common numbers between them and put them in a separate array. Write in C++.
An MxN matrix can be represented by a 1-D array of size M*N as follows: The elements at index 0 to N-1 corerspond to the first row of the matrix The elements at index N to 2*N-1 corerspond to the second row of the matrix so on The elements at index (M-1)*N to M*N corerspond to the last row of the matrix Problem Write a function to find the transpose of a matrix. Save the resultant matrix in the 1-D array that is passed as argument to the function. If the function succeeds return 1 otherwise return -1. int MatrixTranspose(int matrix1[], int r1, int c1, int resultant[], int &r2, int &c2) { } int main(int argc, char *argv[]) { return 0; } THIS IN C++.
SC Question 12 of 20: Select the best answer for the question 3 10 3 -4 2 -1 7 -2 12. Perform Gauss-Jordan elimination on the augmented matrix shown. O [102] A. 0 1 7 001 O O O 100 B.0 10 001 C. 0 -4 2 3 3 7 0 -1 0 0 26] 10 3 D.0 1-7 00 0 Mark for review (Will be highlighted on the review page) ← > ELL C a OL O O
The pseudo-code to create the matrix:Procedure AdjacencyMatrix(N): //N represents the number of nodesMatrix[N][N]for i from 1 to N for j from 1 to N Take input -> Matrix[i][j] endforendforWe can also populate the Matrix using this common way: Procedure AdjacencyMatrix(N, E): // N -> number of nodesMatrix[N][E] // E -> number of edgesfor i from 1 to E input -> n1, n2, cost Matrix[n1][n2] = cost Matrix[n2][n1] = costendfor make a Java code implemented using above pseudo-code?
What is the difference between Longest Increasing Subsequence (LIS) and Longest Decreasing Subsequence (LDS)?
Find minimum number of platforms required for railway station You are given arrival and departure time of trains reaching to a particular station. You need to find minimum number of platforms required to accommodate the trains at any point of time. For example: arrival[] = {1:00, 1:40, 1:50, 2:00, 2:15, 4:00} departure[] = {1:10, 3:00, 2:20, 2:30, 3:15, 6:00} No. of platforms required in above scenario = 4 Please note that arrival time is in chronological order. In java please
For the given allocation and max below, what is the need matrix? Alleation Max 5
Root Mean Square Error (RMSE) is a standard way to measure the error of a model in predicting quantitative data. Formally, it is defined as follows: RMSE = The RMSE is calculated using two 1D arrays. The first array y contains the true result (reference) for each sample and the second array contains the model prediction p for the same sample. The error is calculated by subtracting each element in p from its analogous element in y and square the answer as described in the equation above. When the program starts, the user is asked to enter the name of the file that contains the data. The file name is guaranteed not to exceed 20 characters. Then you should open the supplied file to read the data and calculate the RMSE. The data in the file is organized as follows: • The first line contains the size of the 1D array (i.e. denoted as N in the equation) • The second line contains the elements of y array followed by the content of the p array. If N is less than or equals zero or not an integer…
Cs10-8L_B21_3Q2122 ASSESSMENTS Matlab Activity 2-1 My Solutions > Factoring Create a simple MATLAB CODE that will factor out the following expressions and save it on the specified variable: factor Prime factors. factor(N) returns a vector containing the prime factors of N. This function uses the simple sieve approach. It may require large memory allocation if the number given is too big. Technically it is possible to improve this algorithm, allocating less memory for most cases and resulting in a faster execution time. However, it will still have problems in the worst case. Factor the following expressions and place your answer on the indicated variable. 1. Expressionl =- 25, save your answer to Factorl 2. Expression2 =+x-4x + 2x - 12, save your answer to Factor2 3. Expression3 =- 10x + 25, save your answer to Factor3 4. Expression4 = 12x- 12xy + 3xy - 3x, save your answer to Factor4 5. Expressions = rz-3- 2xyz + 6xy + x2 - 3xz + y'z- 3y - yz + 3yz, save your answer to Factor5 Script e…