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  • Wacław Sierpiński | Set theory, Number theory, Fractals | Britannica
    Wacław Sierpiński (born March 14, 1882, Warsaw, Russian Empire [now in Poland]—died October 21, 1969, Warsaw) was a leading figure in point-set topology and one of the founding fathers of the Polish school of mathematics, which flourished between World Wars I and II
  • The Sierpinski Triangle – Fractals - Mathigon
    The Sierpinski triangle is a self-similar fractal It consists of an equilateral triangle, with smaller equilateral triangles recursively removed from its remaining area Wacław Franciszek Sierpiński (1882 – 1969) was a Polish mathematician
  • Wacław Sierpiński (1882 - 1969) - Biography - MacTutor History of . . .
    In set theory he made important contributions to the axiom of choice and to the continuum hypothesis Wacław Sierpiński's father was a doctor He attended school in Warsaw where his talent for mathematics was quickly spotted by his first mathematics teacher
  • 38 Facts About Sierpinski
    Wacław Sierpiński was a Polish mathematician renowned for his groundbreaking work in set theory, number theory, and topology He is most famous for the Sierpiński triangle and Sierpiński carpet, which are fractals that have fascinated mathematicians and artists alike
  • Sierpinski Triangle - Virtual Math Museum
    The Sierpinski Triangle is usually described just as a set: Remove from the initial triangle its "middle", namely the open triangle whose vertices are the edge midpoints of the initial triangle (open means: only the interior of the middle triangle is removed, not its edges )
  • Sierpinski Triangle (Sierpinski Gasket) - Randolph College
    The Sierpinski Triangle, created in 1916 by Waclaw Sierpinski has some very interesting properties It is an impressive and valuable topic for mathematical exploration
  • CS106B Sierpinski
    One of the most famous fractals is the Sierpinski triangle, named after the Polish mathematician Waclaw Sierpinski (whom CS lecturers Julie Zelenski and Sean Szumlanski have adopted as an honorary member of their "'Ski Team") As with many self-similar patterns, it is defined recursively: An order-0 Sierpinski fractal is a single filled triangle
  • The Sierpinski Triangle - Math is Fun
    Here is how you can create one: 1 Start with a triangle 2 Shrink the triangle to half height, and put a copy in each of the three corners 3 Repeat step 2 for the smaller triangles, again and again, for ever! First 5 steps in an infinite process You can use any shape:
  • Sierpiński triangle - Wikipedia
    The Sierpiński triangle, also called the Sierpiński gasket or Sierpiński sieve, is a fractal with the overall shape of an equilateral triangle, subdivided recursively into smaller equilateral triangles





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