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Algebraic Structure | Groupoid | Group Theory | Discrete Mathematics
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In this video, we dive into the intriguing world of algebraic structures and explore the fundamental concept of a groupoid, a key component of group theory within discrete mathematics.
Group theory is a vital branch of abstract algebra, providing a powerful framework for studying symmetries, transformations, and mathematical structures. In this video, we focus on groupoids, which are a foundational element in understanding groups.
A groupoid is an algebraic structure that consists of a set G along with a binary operation * that combines elements of G.
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Group theory is a vital branch of abstract algebra, providing a powerful framework for studying symmetries, transformations, and mathematical structures. In this video, we focus on groupoids, which are a foundational element in understanding groups.
A groupoid is an algebraic structure that consists of a set G along with a binary operation * that combines elements of G.
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Watch Complete Playlists:
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L-01| Introduction to Groups| Definitions| Examples of Groups| BSc Mathematics Semester 1| NEP 2020
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Algebraic Structures - Basic Concepts
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DEFINITION OF GROUPOID WITH EXAMPLES
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