"pseudocompact" meaning in All languages combined

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        "2": "pseudo",
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      "expansion": "pseudo- + compact",
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    }
  ],
  "etymology_text": "From pseudo- + compact.",
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      "expansion": "pseudocompact (not comparable)",
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  "lang_code": "en",
  "pos": "adj",
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          "ref": "2015, Oleg Gutik, Oleksandr Ravsky, “Pseudocompactness, products and topological Brandt λ⁰-extensions of semitopological monoids”, in arXiv:",
          "text": "In particular we show that if #x5C;big#x5C;#x7B;#x5C;big(B⁰#x5F;#x7B;#x5C;lambda#x5F;i#x7D;(S#x5F;i),#x5C;tau⁰#x5F;#x7B;B(S#x5F;i)#x7D;#x5C;big)#x5C;coloni#x5C;in#x5C;mathcal#x7B;I#x7D;#x5C;big#x5C;#x7D; is a family of Hausdorff pseudocompact to\\-pological Brandt #x5C;lambda#x5F;i⁰-extensions of pseudocompact semitopological monoids with zero such that the Tychonoff product #x5C;prod#x5C;left#x5C;#x7B;S#x5F;i#x5C;coloni#x5C;in#x5C;mathcal#x7B;I#x7D;#x5C;right#x5C;#x7D; is a pseudocompact space then the direct product #x5C;prod#x5C;big#x5C;#x7B;#x5C;big(B⁰#x5F;#x7B;#x5C;lambda#x5F;i#x7D;(S#x5F;i),#x5C;tau⁰#x5F;#x7B;B(S#x5F;i)#x7D;#x5C;big)#x5C;coloni#x5C;in#x5C;mathcal#x7B;I#x7D;#x5C;big#x5C;#x7D; endowed with the Tychonoff topology is a Hausdorff pseudocompact semitopological semigroup..",
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      "glosses": [
        "having a bounded image"
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        "(mathematics, of a space) having a bounded image"
      ],
      "raw_tags": [
        "of a space"
      ],
      "tags": [
        "not-comparable"
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      },
      "expansion": "pseudo- + compact",
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    }
  ],
  "etymology_text": "From pseudo- + compact.",
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  "pos": "adj",
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          "text": "In particular we show that if #x5C;big#x5C;#x7B;#x5C;big(B⁰#x5F;#x7B;#x5C;lambda#x5F;i#x7D;(S#x5F;i),#x5C;tau⁰#x5F;#x7B;B(S#x5F;i)#x7D;#x5C;big)#x5C;coloni#x5C;in#x5C;mathcal#x7B;I#x7D;#x5C;big#x5C;#x7D; is a family of Hausdorff pseudocompact to\\-pological Brandt #x5C;lambda#x5F;i⁰-extensions of pseudocompact semitopological monoids with zero such that the Tychonoff product #x5C;prod#x5C;left#x5C;#x7B;S#x5F;i#x5C;coloni#x5C;in#x5C;mathcal#x7B;I#x7D;#x5C;right#x5C;#x7D; is a pseudocompact space then the direct product #x5C;prod#x5C;big#x5C;#x7B;#x5C;big(B⁰#x5F;#x7B;#x5C;lambda#x5F;i#x7D;(S#x5F;i),#x5C;tau⁰#x5F;#x7B;B(S#x5F;i)#x7D;#x5C;big)#x5C;coloni#x5C;in#x5C;mathcal#x7B;I#x7D;#x5C;big#x5C;#x7D; endowed with the Tychonoff topology is a Hausdorff pseudocompact semitopological semigroup..",
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      ],
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