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Peter O.'s user avatar
Peter O.'s user avatar
Peter O.'s user avatar
Peter O.
  • Member for 3 years, 11 months
  • Last seen more than a week ago
Profile Activity

269 Actions

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revised
Using the Lorentz operators to build polynomials that converge to a continuous function
added 45 characters in body
revised
From biased coins to biased coins, as efficiently as possible
added 13 characters in body
revised
From biased coins to biased coins, as efficiently as possible
deleted 2 characters in body
revised
Concave and other bounded functions: Series representation and converging polynomials
Small correction
revised
From biased coins to biased coins, as efficiently as possible
deleted 8 characters in body
asked
From biased coins to biased coins, as efficiently as possible
revised
Concave and other bounded functions: Series representation and converging polynomials
added 185 characters in body
revised
Concave and other bounded functions: Series representation and converging polynomials
added 419 characters in body
revised
Concave and other bounded functions: Series representation and converging polynomials
added 419 characters in body
revised
Concave and other bounded functions: Series representation and converging polynomials
Correction
revised
Concave and other bounded functions: Series representation and converging polynomials
edited body
revised
Concave and other bounded functions: Series representation and converging polynomials
deleted 2 characters in body
revised
Concave and other bounded functions: Series representation and converging polynomials
deleted 16 characters in body
revised
Concave and other bounded functions: Series representation and converging polynomials
added 2526 characters in body; edited title
revised
From biased coins (and nothing else) to biased coins
added 66 characters in body
revised
From biased coins (and nothing else) to biased coins
added 42 characters in body
revised
From biased coins (and nothing else) to biased coins
add examples
awarded
 Nice Question
awarded
 Yearling
revised
From biased coins (and nothing else) to biased coins
Further clarification
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