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3. A Latin square of order n with entries in Z is called idempotent if the entries on the main diagonal from upper...
An m×n array A of real numbers is a Monge array if for all i,j,k, and l such that 1≤i<k≤m and ...
An m×n
array A
of real numbers is a Monge array if for all i,j,k,
and l
such that 1≤i<k≤m
and 1≤j<l≤n
, we have
>A[i,j]+a[k,l]≤A[i,l]+A[k,j]>
In other words, whenever we pick two rows and two columns of a
Monge array and consider the four elements at the intersections of
the rows and columns, the sum of the upper-left and lower-right
elements is less than or equal to the sum of the lower-left and
upper-right elements. For example, the following...
Create a class called Lab7b and in it implement all of the methods below. Also, write...
Create a class called Lab7b and in it implement all of the methods below. Also, write a main method with test calls to all of these methods. Don’t forget to turn in your file to Canvas before the end of the lab today. int[][] random(int N, int start, int end) returns an N-by-N matrix of random integers ranging from start to end; int rowSum(int[][] a, int i) returns the sum of the elements in row i of the 2-D array...
linear algebra Let V (71, 72, 3}, where 71 73=(2,0,3). (1,3,-1), 2 = (0, 1,4), and...
linear algebra
Let V (71, 72, 3}, where 71 73=(2,0,3). (1,3,-1), 2 = (0, 1,4), and (a) Prove: V is a basis. (b) Find the coordinates of (b, b2, bs) with respect to V = {71, U2, 3,}. (c) Suppose M and M' are matrices whose columns span the same vector space V. Let b be the coordinates of relative to M. Write a matrix equation that gives b', the coordinates of relative to M'. (Your answer should be a...
Consider the Java program below to sort an array A in an ascending order. M, N,...
Consider the Java program below to sort an array A in an ascending order. M, N, and K are positive integers, and A is an array of N nonnegative integers where 0 < A[i] < M for all i e {0,..., N -1}. In this program, list is a class of an integer list with the following methods. 1st.size(): returns the number of elements in the list lst 1st.get(i): returns the element at the i-th position in the list lst...
Question 4 [35 marks in totalj An n x n matrix A is called a stochastic...
Question 4 [35 marks in totalj An n x n matrix A is called a stochastic matrix if it! satisfies two conditions: (i) all entries of A are non-negative; and (ii) the sum of entries in each column is one. If the (,) entry of A is denoted by any for ij € {1, 2,...,n}, then A is a stochastic matrix when alij 20 for all i and j and I j = 1 for all j. These matrices are...
Java question for two classes: Given the upper limit n as a parameter, the result of...
Java question for two classes: Given the upper limit n as a parameter, the result of both methods is a boolean[] array of n elements that reveals the answers to that problem for all natural numbers below n in one swoop. public static boolean[] sumOfTwoDistinctSquares(int n) Determines which natural numbers can be expressed in the form a 2 + b 2 so that a and b are two distinct positive integers. In the boolean array returned as result, the i...
CMPS 12B Introduction to Data Structures Programming Assignment 2 In this project, you will write...
can i get some help with this program
CMPS 12B Introduction to Data Structures Programming Assignment 2 In this project, you will write a Java program that uses recursion to find all solutions to the n-Queens problem, for 1 Sns 15. (Students who took CMPS 12A from me worked on an iterative, non-recursive approach to this same problem. You can see it at https://classes.soe.ucsc.edu/cmps012a/Spring l8/pa5.pdf.) Begin by reading the Wikipcdia article on the Eight Queens puzzle at: http://en.wikipedia.org/wiki/Eight queens_puzzle In...
Please do exercise 129: Exercise 128: Define r:N + N by r(n) = next(next(n)). Let f:N...
Please do exercise 129:
Exercise 128: Define r:N + N by r(n) = next(next(n)). Let f:N → N be the unique function that satisfies f(0) = 2 and f(next(n)) =r(f(n)) for all n E N. 102 1. Prove that f(3) = 8. 2. Prove that 2 <f(n) for all n E N. Exercise 129: Define r and f as in Exercise 128. Assume that x + y. Define r' = {(x,y),(y,x)}. Let g:N + {x,y} be the unique function that...
Must be done in Java. PROBLEM 2 INFORMATION AND THE CODE PROVIDED WITH IT AS WELL....
Must be done in Java.
PROBLEM 2 INFORMATION AND THE CODE PROVIDED WITH IT AS
WELL.
PROBLEM 1 INFORMATION IF YOU NEED IT AS
WELL:
Provide the rest of the code with full comments and
explanation and with proper indentation.
Use simple methods for better
understanding.
Must compile.
At the end, show the exact Output that's shown in
Problem3.
CODE PROVIDED FOR PROBLEM 2:
import java.util.Scanner;
public class Problem2
{
public static void main( String [] args )
{
//N...
specifically on finite i pmu r the number of objøcts or ways. Leave your answers in fornsiala form, such as C(3, 2) nporkan?(2) Are repeats poasib Two points each imal digits will have at le...
specifically on finite
i pmu r the number of objøcts or ways. Leave your answers in fornsiala form, such as C(3, 2) nporkan?(2) Are repeats poasib Two points each imal digits will have at least one xpeated digin? I. This is the oounting problem Al ancmher so ask yourelr (1) ls onder ipo n How many strings of four bexadeci ) A Compuir Science indtructor has a stack of blue can this i For parts c, d. and e, suppose...
An m×n
array A
of real numbers is a Monge array if for all i,j,k,
and l
such that 1≤i<k≤m
and 1≤j<l≤n
, we have
>A[i,j]+a[k,l]≤A[i,l]+A[k,j]>
In other words, whenever we pick two rows and two columns of a
Monge array and consider the four elements at the intersections of
the rows and columns, the sum of the upper-left and lower-right
elements is less than or equal to the sum of the lower-left and
upper-right elements. For example, the following...
linear algebra
Let V (71, 72, 3}, where 71 73=(2,0,3). (1,3,-1), 2 = (0, 1,4), and (a) Prove: V is a basis. (b) Find the coordinates of (b, b2, bs) with respect to V = {71, U2, 3,}. (c) Suppose M and M' are matrices whose columns span the same vector space V. Let b be the coordinates of relative to M. Write a matrix equation that gives b', the coordinates of relative to M'. (Your answer should be a...
Consider the Java program below to sort an array A in an ascending order. M, N, and K are positive integers, and A is an array of N nonnegative integers where 0 < A[i] < M for all i e {0,..., N -1}. In this program, list is a class of an integer list with the following methods. 1st.size(): returns the number of elements in the list lst 1st.get(i): returns the element at the i-th position in the list lst...
Question 4 [35 marks in totalj An n x n matrix A is called a stochastic matrix if it! satisfies two conditions: (i) all entries of A are non-negative; and (ii) the sum of entries in each column is one. If the (,) entry of A is denoted by any for ij € {1, 2,...,n}, then A is a stochastic matrix when alij 20 for all i and j and I j = 1 for all j. These matrices are...
can i get some help with this program
CMPS 12B Introduction to Data Structures Programming Assignment 2 In this project, you will write a Java program that uses recursion to find all solutions to the n-Queens problem, for 1 Sns 15. (Students who took CMPS 12A from me worked on an iterative, non-recursive approach to this same problem. You can see it at https://classes.soe.ucsc.edu/cmps012a/Spring l8/pa5.pdf.) Begin by reading the Wikipcdia article on the Eight Queens puzzle at: http://en.wikipedia.org/wiki/Eight queens_puzzle In...
Please do exercise 129:
Exercise 128: Define r:N + N by r(n) = next(next(n)). Let f:N → N be the unique function that satisfies f(0) = 2 and f(next(n)) =r(f(n)) for all n E N. 102 1. Prove that f(3) = 8. 2. Prove that 2 <f(n) for all n E N. Exercise 129: Define r and f as in Exercise 128. Assume that x + y. Define r' = {(x,y),(y,x)}. Let g:N + {x,y} be the unique function that...
Must be done in Java.
PROBLEM 2 INFORMATION AND THE CODE PROVIDED WITH IT AS
WELL.
PROBLEM 1 INFORMATION IF YOU NEED IT AS
WELL:
Provide the rest of the code with full comments and
explanation and with proper indentation.
Use simple methods for better
understanding.
Must compile.
At the end, show the exact Output that's shown in
Problem3.
CODE PROVIDED FOR PROBLEM 2:
import java.util.Scanner;
public class Problem2
{
public static void main( String [] args )
{
//N...
specifically on finite
i pmu r the number of objøcts or ways. Leave your answers in fornsiala form, such as C(3, 2) nporkan?(2) Are repeats poasib Two points each imal digits will have at least one xpeated digin? I. This is the oounting problem Al ancmher so ask yourelr (1) ls onder ipo n How many strings of four bexadeci ) A Compuir Science indtructor has a stack of blue can this i For parts c, d. and e, suppose...
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