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  2. Waymo - Wikipedia

    en.wikipedia.org/wiki/Waymo

    Waymo Chrysler Pacifica Hybrid undergoing testing in the San Francisco Bay Area. Waymo LLC, formerly known as the Google Self-Driving Car Project, is an American autonomous driving technology company headquartered in Mountain View, California. It is a subsidiary of Alphabet Inc, the parent company of Google .

  3. Value-stream mapping - Wikipedia

    en.wikipedia.org/wiki/Value-stream_mapping

    Value-stream mapping, also known as material- and information-flow mapping, [1] is a lean [2] -management method for analyzing the current state and designing a future state for the series of events that take a product or service from the beginning of the specific process until it reaches the customer. A value stream map is a visual [2] tool ...

  4. Maps (musician) - Wikipedia

    en.wikipedia.org/wiki/Maps_(musician)

    Maps' third album, titled Vicissitude, was released on Mute on 8 July 2013. He has been quoted as saying "It will be darker than 'We Can Create', but more positive and hopeful than 'Turning The Mind'. It'll be different, but it will definitely still be Maps". [citation needed] Realigned

  5. Distracted driving - Wikipedia

    en.wikipedia.org/wiki/Distracted_driving

    Distracted driving is the act of driving while engaging in other activities which distract the driver's attention away from the road. Distractions are shown to compromise the safety of the driver, passengers, pedestrians, and people in other vehicles. Cellular device use while behind the wheel is one of the most common forms of distracted ...

  6. Deep map - Wikipedia

    en.wikipedia.org/wiki/Deep_map

    A deep map is a map with greater information than a two-dimensional image of places, names, and topography. [1] One such kind of intensive exploration of place was popularised by author William Least Heat-Moon with his book PrairyErth: A Deep Map. A deep map work can take the form of engaged documentary writing of literary quality.

  7. Homotopical connectivity - Wikipedia

    en.wikipedia.org/wiki/Homotopical_connectivity

    An equivalent definition of homotopical connectivity is based on the homotopy groups of the space. A space is n-connected (or n-simple connected) if its first n homotopy groups are trivial. Homotopical connectivity is defined for maps, too. A map is n -connected if it is an isomorphism "up to dimension n, in homotopy ".

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