Fading Coder

One Final Commit for the Last Sprint

Algorithmic Problem Solutions for Competitive Programming

Minimum Path Validation To determine if a destination point can be reached from a starting position using fixed step sizes, check if both coordinate differences are divisible by their respective step increments. Additionally, the sum of the resulting quotients must be even. #include<bits/stdc++.h...

Algorithmic Problem Solving: Contest Round Solutions

Problem A: Symmetric Pair Removal Given a binary string of length n, repeatedly remove a pair of characters from opposite ends if they differ (one is '0' and the other is '1'). Calculate the remaining length after no more valid pairs can be removed. A two-pointer technique efficiently solves this pr...

Competitive Programming Problem Set and Solutions

L1-1: Print Greeting Print a fixed greeting message. print("yuan shen, qi dong!") L1-2: Value Comparison Given a real number x, compare it to 1 and print the appropriate relational operator. #include <iostream> using namespace std; int main() { double val; cin >> val; if(val &l...

Solving Road Construction Problem Using Dynamic Programming Approach

Problem Analysis The road construction problem involves determining the minimum time required to complete paving operations across multiple segments. While algorithm tags suggest greedy approaches and binary indexed trees, a dynamic programming solution provides an elegant and efficeint implementati...

Efficient Problem Solutions for Programming Contests

Contest Preparation Algorithm This solution handles two special cases before applying the general formulla: #include <iostream> using namespace std; int main() { int n, m; cin >> n >> m; if (n == 0) { cout << 0 << endl; } else if (n <= m) { cout << 2 << e...

Algorithmic Solutions for the YsOI2023 Contest

Task 1: Bitwise Manipulation Strategy The objective involves transforming an integer based on specific bitwise properties. The core logic requires isolating the odd component of the input value by shifting out trailing zeros. Once the odd base is identified, it is shifted left by a count derived fro...

Algorithmic Problem Set Solutions: From Basics to Advanced Data Structures

Problem 1: Unique Element Extraction The task requires reading a sequence of integers and printing each distinct value exactly once in the order of their first appearance. A hash-based container provides an efficient way to track visited numbers. #include <iostream> #include <unordered_set&...

AtCoder Beginner Contest 050 Problem Solutions

The input consists of an arithmetic expression in the form a + b or a - b. Parse the expression and output the computed result. int main() { int operand1, operand2; char operation; std::cin >> operand1 >> operation >> operand2; if (operation == '+') { std::cout << operand1 +...

Advanced Range Query Techniques: Sqrt Decomposition and Mo's Algorithm Enhancements

Optimizing Subarray Frequency Queries Determining the most frequent element's count within arbitrary subranges presents a challenge for standard data structures due to non-additive merge properties. While segment trees struggle here, offline processing via Mo's algorithm (square root decomposition o...

Competitive Programming Contest Problems and Solutions

A. Triangle Construction with Guaranteed Validity Given four strictly increasing integers a < b < c < d, select three values x, y, z such that they form a non-degenerate triangle — i.e., satisfy the strict triangle inequality x + y > z. Since all inputs are ordered, the safest choice is...