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D. Vulcanov: Symbolic Computation Methods in Cosmology and General Relativity [1]
The document discusses symbolic computation methods in cosmology and general relativity, focusing on using Maple and GrTensorII for computations related to differential geometry and general relativity. It details the evolution of computer algebra systems (CAS) and their applications in manipulating mathematical expressions symbolically, highlighting tools like Maple and GrTensorII for tensor calculations. The paper emphasizes the importance of CAS in providing computational tools for researchers in general relativity and cosmology.
