Non-associative Algebra
In the context of non-associative algebra and computer algebra systems, capacity refers to the measure of how well a system can represent and manipulate algebraic structures that do not follow the associative property. It highlights the ability of these systems to handle a variety of operations and relationships within non-associative structures, such as loops or quasigroups. Understanding capacity is crucial for evaluating the effectiveness and efficiency of algorithms designed for computational tasks involving these structures.
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