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  | David Adjei | TOPOLOGICAL DATA ANALYSIS AND COMPUTER SCIENCE  | Computational topology combines theoretical topological methods with efficient algorithms to analyse data and  solve problems in some fields of computer science. In this article we look at the various application of computational or  applied topology in computer science with reference to the following fields: Artificial Intelligence, Robotics, Machine  learning, and Computer Graphics or Image Processing. We realized that there has been a fast boost in the application of Topological Data Analysis in the above stated areas. This paper seeks to collect and summarize the most recent works connecting the application of Topological Data Analysis to computer science and the various methods used to incorporate  the tools of Topological Data Analysis into various applications in computer science. |
  | Abdulmajid Osumanu | TBA | TBA |
  | Ike Uchenna Chukwu | Fundamentals of Qubits and Quantum Circuits  | Quantum computing relies on the manipulation of quantum bits, also called qubits, which are fundamentally different from classical bits in their behavior and properties. Qubits have the ability to exist in multiple states simultaneously, known as superposition, and they become correlated through a phenomenon known as entanglement. Quantum circuits are the basic building blocks of quantum computing and are used to manipulate qubits to perform specific operations. Understanding the fundamentals of qubits and quantum circuits is crucial for developing practical applications of quantum computing. In this talk, we will delve into the basics of qubits and quantum circuits, and discuss their properties, limits, and potentials. |
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+ |Ahmed Younes| Potential Applications of Quantum Computing| Quantum computers are computational devices, which exploit quantum mechanical principles to do computation. Quantum computers promise to do computation more powerfully than conventional computers. Quantum computers arise as potential alternative for classical computers since the development in classical computers reaches its limit according to Moore’s Law, where the size of the components will hit the quantum level. In this talk, the mathematical foundations and potential applications of quantum computers will be presented. Different areas such as quantum circuit optimization, quantum algorithms, and quantum cryptography and communication will be explored.  |