Notes for Quantum Computing: Linear Algebra
If you’re reading this, you’re probably neck-deep in a Machine Learning architecture, tuning a Neural Network, or working on a Quantum Computing module. You might have forgotten the core intuition beh

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Series
Welcome to my Quantum Computing Learning Notes. This series documents my journey as I learn quantum computing from the ground up. Starting with the mathematical foundations like linear algebra and complex numbers, I'll gradually explore qubits, quantum gates, circuits, quantum algorithms, and practical programming with frameworks such as Qiskit. These notes are written to reinforce my understanding and may be updated as I continue learning.
If you’re reading this, you’re probably neck-deep in a Machine Learning architecture, tuning a Neural Network, or working on a Quantum Computing module. You might have forgotten the core intuition beh

Definition A vector is an element of a vector space. Notation Vector Addition : $$u+v$$ Same for Scalar multiplication Linear transformation Scalar Multiplication Multiplying a vector by a scalar
