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  2. DMG Mori Seiki Co. - Wikipedia

    en.wikipedia.org/wiki/DMG_Mori_Seiki_Co.

    DMG Mori Co., Ltd. (DMG森精機株式会社, DMG Mori Seiki Kabushiki-gaisha) (formerly Mori Seiki Co., Ltd. and DMG Mori Seiki Co., Ltd.) is a Japanese company headquartered in Tokyo and Nara City, engaged primarily in the manufacture and sale of machine tools. [3] [4] [5] Since its establishment, the business has become the largest machine ...

  3. Death and funeral of Lee Teng-hui - Wikipedia

    en.wikipedia.org/wiki/Death_and_funeral_of_Lee...

    Mori had approved Lee's application for medical treatment in Japan during his premiership, against Beijing's protests and his cabinet's concerns. [11] [12] [13] On 12 August, Alex Azar , United States Secretary of Health and Human Services and the highest-level US official to visit Taiwan since 1979, paid his respects to Lee at the Taipei Guest ...

  4. DMG Mori Aktiengesellschaft - Wikipedia

    en.wikipedia.org/wiki/DMG_Mori_Aktiengesellschaft

    In a 2016 AGM of DMG Mori AG, a profit and loss transfer agreement and a dominance agreement were approved, both with DMG Mori GmbH, a wholly-owned subsidiary of DMG Mori Seiki, as the controlling company. The terms of the agreements will result in any profits being transferred to DMG Mori Seiki and any losses transferred to DMG Mori AG, with ...

  5. List of Is It Wrong to Try to Pick Up Girls in a Dungeon ...

    en.wikipedia.org/wiki/List_of_Is_It_Wrong_to_Try...

    Is It Wrong to Try to Pick Up Girls in a Dungeon? is a Japanese anime series adapted by J.C.Staff from the light novel series of the same name written by Fujino Ōmori and illustrated by Suzuhito Yasuda. Crunchyroll has streamed the series internationally. [1] Sentai Filmworks has licensed the anime for digital and home video release in North ...

  6. Tanh-sinh quadrature - Wikipedia

    en.wikipedia.org/wiki/Tanh-sinh_quadrature

    Tanh-sinh quadrature is a method for numerical integration introduced by Hidetoshi Takahashi and Masatake Mori in 1974. [1] It is especially applied where singularities or infinite derivatives exist at one or both endpoints. The method uses hyperbolic functions in the change of variables. to transform an integral on the interval x ∈ (−1, 1 ...

  7. Under One Person - Wikipedia

    en.wikipedia.org/wiki/Under_One_Person

    Under One Person. Under One Person ( 一人之下) with subtitle The Outcast is a Chinese webcomic by Dong Man Tang ( Chinese: 动漫堂 ), illustrated by Mi Er (Chinese: 米二 ), and published by Tencent. It was first published under the title 异人 ( Yi Ren, literally: "Weirdo") and with subtitle King of the Weirdo in February 2015.

  8. Delicious in Dungeon - Wikipedia

    en.wikipedia.org/wiki/Delicious_in_Dungeon

    Delicious in Dungeon ( Japanese: ダンジョン飯, Hepburn: Danjon Meshi, lit. "Dungeon Meal") [2] is a Japanese manga series written and illustrated by Ryōko Kui. It was serialized in Enterbrain 's seinen manga magazine Harta from February 2014 to September 2023. Yen Press has licensed the series in North America.

  9. Polyporus - Wikipedia

    en.wikipedia.org/wiki/Polyporus

    The generic name combines the Ancient Greek words πολύς ("many") and πόρος ("pore"). [2] Elias Fries divided Polyporus into three subgenera in his 1855 work Novae Symbol Mycologici: Eupolyporus, Fomes, and Poria. [3] In a 1995 monograph, Maria Núñez and Leif Ryvarden grouped 32 Polyporus species into 6 morphologically -based ...