Johann Heinrich Lambert

Results: 13



#Item
1Transverse Mercator projection; Cylindrical; Conformal; Johann Heinrich Lambert; 1772

Transverse Mercator projection; Cylindrical; Conformal; Johann Heinrich Lambert; 1772

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Source URL: www.csiss.org

- Date: 2007-10-05 21:17:48
    2The Creation of Color in Eighteenth-Century Europe: August-Lu...

    The Creation of Color in Eighteenth-Century Europe: August-Lu...

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    Source URL: www.gutenberg-e.org

    Language: English - Date: 2007-03-13 13:31:26
    3The Creation of Color in Eighteenth-Century Europe: Printed S...

    The Creation of Color in Eighteenth-Century Europe: Printed S...

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    Source URL: www.gutenberg-e.org

    Language: English - Date: 2007-03-13 15:33:39
    4The Creation of Color in Eighteenth-Century Europe: Conclusions

    The Creation of Color in Eighteenth-Century Europe: Conclusions

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    Source URL: www.gutenberg-e.org

    Language: English - Date: 2007-03-13 13:31:27
    5Cylindrical Equal-area projection; Standard Parallel = 0 Deg.; Johann Heinrich Lambert; 1772

    Cylindrical Equal-area projection; Standard Parallel = 0 Deg.; Johann Heinrich Lambert; 1772

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    Source URL: www.csiss.org

    - Date: 2007-10-05 21:17:46
      6Transverse Cylindrical Equal-area projection; Standard Parallel = 0 Deg.; Johann Heinrich Lambert; 1772

      Transverse Cylindrical Equal-area projection; Standard Parallel = 0 Deg.; Johann Heinrich Lambert; 1772

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      Source URL: www.csiss.org

      - Date: 2007-10-05 21:17:46
        7Lambert Conformal Conic; Johann Heinrich Lambert; 1772

        Lambert Conformal Conic; Johann Heinrich Lambert; 1772

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        Source URL: www.csiss.org

        - Date: 2007-10-05 21:17:24
          8Lambert Equal-area Conic; Johann Heinrich Lambert; 1772

          Lambert Equal-area Conic; Johann Heinrich Lambert; 1772

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          Source URL: www.csiss.org

          - Date: 2007-10-05 21:17:24
            9BRUCE PETRIE, University of Toronto Properly Understanding Lambert’s M´emoire on pi Johann Heinrich Lambert[removed]is remembered for being the first to prove the irrationality of pi. He presented this proof in hi

            BRUCE PETRIE, University of Toronto Properly Understanding Lambert’s M´emoire on pi Johann Heinrich Lambert[removed]is remembered for being the first to prove the irrationality of pi. He presented this proof in hi

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            Source URL: cms.math.ca

            Language: English - Date: 2011-12-15 12:36:40
            10Basel, [removed]Andrea Kraus is the First Johann Heinrich Lambert Award Winner The Johann Heinrich Lambert Award of the Swiss Statistical Society was established to celebrate the 25th anniversary of the Society, happil

            Basel, [removed]Andrea Kraus is the First Johann Heinrich Lambert Award Winner The Johann Heinrich Lambert Award of the Swiss Statistical Society was established to celebrate the 25th anniversary of the Society, happil

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            Source URL: www.stat.ch

            Language: English - Date: 2013-12-10 08:51:32