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Catalog / kzaky / PolynomialOperations
Public GitHub Catalog Discovered Sep 26, 2026

kzaky / PolynomialOperations

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This repository is cataloged as part of our automated global GitHub synchronization. Full telemetry, velocity snapshots, and code summaries are scheduled for continuous enrichment.

#7901042GitHub System ID
kzakyOrganization / User
PublicVisibility
ActiveCatalog Status

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kzaky/Threaded-Implementation-of-Berkowitz-s-Algorithm

In this implementation, we are going to implement Berkowitz’s parallel algorithm for comput- ing the characteristic polynomial of a matrix. Berkowitz’s algorithm, is the fastest known parallel algorithm for computing the characteristic polynomial of a matrix. For the sake of simplicity we assume that the matrices are over {0,1}, i.e., the two field elements, where plus is XOR and multiplication is AND. The algorithm was designed such that the process takes no more than log2 n sequentially many steps. The program was then rigorously tested to ensure its accuracy.

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kzaky/Battleship-Game

Each player positions their fleet of ships on the primary grid and keeps their location secret. Once play starts, each player has a turn to fire at the enemy ships. This is done by specifying a grid location – B4, E9, etc. If a ship is located at that location, the owner of the ship indicates a “hit”. Otherwise the owner indicates a miss. Each salvo fired is recorded on the grid as a “hit” or “miss”. If all the squares on a ship have been hit, the owner indicates that the ship has been sunk. The first player to sink all the other player’s ships wins the game. The example shows the number of ships in a fleet and the size of each ship (in squares).

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kzaky/Polynomial-Monomial-Operations

We decided to create an additional Item class where each object has a unique code, description, cost and quantity. This way, we could use an Array List of Item objects as our data structure for the Inventory class. Having an Array List allows our data structure to be dynamic so that items can be added and removed from the inventory with ease. Since each element of the Array List is an item object, an item's attributes can be accessed and modi

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