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Query Results: Discrete.a (page 221)

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A course can be an introduction to a subject of discrete mathematics.
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Discrete mathematics can be as a topic.
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A course can be an introduction to discrete mathematics.
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(Adipose tissues) can be discrete.
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Discrete choices may be made by individuals.
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A microprocessor can be discrete.
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A manifold can be by discrete groups of isometries.
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Topological groups can be discrete.
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Persons may have examples of discrete (symmetry groups) of rosettes.
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Discrete spaces may undergo a treatment.
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Some discrete (symmetry groups) of ornaments can be subgroups of (symmetry groups).
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A basis can be for a derivation of discrete (symmetry groups) of ornaments.
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Discrete (symmetry groups) of ornaments can be subgroups of a (symmetry group p4m).
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Some discrete (symmetry groups) of ornaments can be subgroups.
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2 sentences.
Discrete (symmetry groups) may contain reflections.
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2 sentences.

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Results returned on 2026-09-24.