Celebrities, Countries, Companies
Astrology Data, Zodiac Sign, Natal Birth Chart, Kundli, and Horoscope
Celebrities, Countries, Companies
MW
Birth Name:
Martin Wilk
Male
Birth Date:
Mon, Dec 18, 1922
Time of Birth:
Unknown (using Noon)
Place of Birth:
Montreal, Quebec, Canada
Age:
102
Zodiac Sign:
Sagittarius
Astrology Data:
Sun
Martin Bradbury Wilk, OC (18 December 1922 – 19 February 2013) was a Canadian statistician, academic, and the former Chief Statistician of Canada. In 1965, together with Samuel Shapiro, he developed the Shapiro–Wilk test, which can indicate whether a sample of numbers would be unusual if it came from a Gaussian distribution. With Ramanathan Gnanadesikan he developed a number of important graphical techniques for data analysis, including the Q–Q plot and P–P plot.
Here you will read about qualities of Martin Wilk that may be familiar to you as well as a few that might seem new. Together the various features listed below, comprise an astrological portrait of Martin Wilk as a unique person
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How Martin Wilk Appears to Others:
The Essence of Who Martin Wilk Is:
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Astrological aspects and planetary data / tags for Martin Wilk: Sun 26 Sagittarius, Moon 28 Sagittarius, Mercury 2 Capricorn, Venus 24 Scorpio, Mars 5 Pisces, Jupiter 10 Scorpio, Saturn 18 Libra, Uranus 10 Pisces, Neptune 17 Leo, Pluto 10 Cancer, Sun Conjunct Mercury, Sun Semi Sextile Venus, Sun Semi Square Jupiter, Mercury Sextile Mars, Mercury Sesquiquadrate Neptune, Venus Sesquiquadrate Pluto, Mars Sesquiquadrate Saturn, Mars Conjunct Uranus, Jupiter Trine Uranus, Jupiter Trine Pluto, Saturn Sextile Neptune, Uranus Trine Pluto
Categories related to Martin Wilk: 2013 deaths, December 18 births, Fellows of the American Statistical Association, Officers of the Order of Canada, Rutgers University faculty, Iowa State University faculty, People from Montreal, Canadian civil servants, Carleton University faculty, 1922 births, McGill University Faculty of Engineering alumni, Canadian statisticians, Presidents of the Statistical Society of Canada
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