You are supposed to write production ready code with Proper Unit Test Cases, Modularizaton etc. You need to write your test cases under user package in test folder. One sample test is created under same package for reference. Your code will be evaluated on the basis of code coverage, Code Quality, Best Practices and Bugs. NOTE: Here, we use JAVA 8 and GRADLE VERSION 4+. **PROBLEM: ** Given a directed graph with N nodes and M edges. Each node is associated with lowercase english alphabet. Beauty of a path is defined as the number of most frequently occurring alphabet. Find the most beautiful path and return the maximum beauty value it has. **CONSTRAINTS:** 1 < N,M< 300000 **FUNCTION DESCRIPTION: ** Complete the function beauty in code. Function must Return an integer, the beauty of most beautiful path. If the value is very large return -1.

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
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Please code the following in Java 8 ( images of question attached) & for your reference: Function beauty has the following parameters: n = integer, number of nodes m = integer, number of directed edges S: string of length n where ith alphabet denotes the alphabets associated with ith node X: list of length m Y: list of length m
You are supposed to write production ready code
with Proper Unit Test Cases, Modularizaton etc.
You need to write your test cases under user
package in test folder. One sample test is
created under same package for reference.
Your code will be evaluated on the basis of code
coverage, Code Quality, Best Practices and Bugs.
NOTE: Here, we use JAVA 8 and GRADLE VERSION 4+.
*PROBLEM: **
Given a directed graph with N nodes and M edges.
Each node is associated with lowercase english
alphabet.
Beauty of a path is defined as the number of
most frequently occurring alphabet.
Find the most beautiful path and return the
maximum beauty value it has.
**CONSTRAINTS:**
1 < N,M< 300000
**FUNCTION DESCRIPTION: **
Complete the function beauty in code. Function
must Return an integer, the beauty of most
beautiful path. If the value is very large
return -1.
Transcribed Image Text:You are supposed to write production ready code with Proper Unit Test Cases, Modularizaton etc. You need to write your test cases under user package in test folder. One sample test is created under same package for reference. Your code will be evaluated on the basis of code coverage, Code Quality, Best Practices and Bugs. NOTE: Here, we use JAVA 8 and GRADLE VERSION 4+. *PROBLEM: ** Given a directed graph with N nodes and M edges. Each node is associated with lowercase english alphabet. Beauty of a path is defined as the number of most frequently occurring alphabet. Find the most beautiful path and return the maximum beauty value it has. **CONSTRAINTS:** 1 < N,M< 300000 **FUNCTION DESCRIPTION: ** Complete the function beauty in code. Function must Return an integer, the beauty of most beautiful path. If the value is very large return -1.
X, Y: two integers arrays of length M, pair Xi
Yi denotes there is an edge from node Xi to Yi.
Output
Return an integer, the beauty of most beautiful
path. If the value is very large return -1.
**EXAMPLE:**
Input: -
n: 5
M: 4
s: abaca
x: [1, 1, 3, 4 ]
y: [ 2, 3, 4, 5]
Output: 3
Explanation- Path with maximum beauty is (1->3-
>4->5) de (aaca)
Input:-
si xeyabe
x: 1, 3, 2, 5, 4, 61
y: (2, 1, 3, 4, 3, 4 1
Output:- -1
Explanation- We have path with infinite beauty
Le 1-2-3-1 (xzyx...)
Transcribed Image Text:X, Y: two integers arrays of length M, pair Xi Yi denotes there is an edge from node Xi to Yi. Output Return an integer, the beauty of most beautiful path. If the value is very large return -1. **EXAMPLE:** Input: - n: 5 M: 4 s: abaca x: [1, 1, 3, 4 ] y: [ 2, 3, 4, 5] Output: 3 Explanation- Path with maximum beauty is (1->3- >4->5) de (aaca) Input:- si xeyabe x: 1, 3, 2, 5, 4, 61 y: (2, 1, 3, 4, 3, 4 1 Output:- -1 Explanation- We have path with infinite beauty Le 1-2-3-1 (xzyx...)
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