⁠Alex Bilzerian
The paradox of estimation. https://t.co/8sP5sIMPpw

'Logical Foundations of Probability' - Rudolf Carnap (1950, PDF):
https://t.co/NV3DngEFOw - Alex Bilzerian
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⁠Alex Bilzerian
RT @alexbilz: '(Topics in) Algebra I' - Alistair Savage (2018, PDF):
https://t.co/SNaDW9ycvY
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⁠Alex Bilzerian
'How to Win if You Can?' - Mori & Székely (1982, PDF):
https://t.co/W1oWu3cmFW
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⁠Alex Bilzerian
'A Convergent Gambling Estimate of the Entropy of English' - Cover & King (1978, PDF):
https://t.co/iKhzfoHcjL
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⁠Alex Bilzerian
RT @alexbilz: 'Knowing When to Stop' - Theodore P. Hill on the mathematics of optimal stopping (PDF):
https://t.co/SZCPaCBiLa https://t.co/RQ2fgNDhHg
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⁠Alex Bilzerian
RT @alexbilz: Translation from Dubins & Savage 'How To Gamble If You Must'. https://t.co/s7LqFn1iR8
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⁠Alex Bilzerian
RT @alexbilz: 'Gamblers can rightfully claim to be the godfathers of probability theory, since they are responsible for provoking the stimulating interplay of gambling and mathematics that provided the impetus to the study of probability.'

—Richard Arnold Epstein
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⁠Alex Bilzerian
RT @alexbilz: Additional details on Gilbert Strang's short proof of the Central Limit Theorem: https://t.co/zq1dA8byoH

'The Central Limit Theorem' - p. 288 https://t.co/tSPXNUmwLb - Alex Bilzerian
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⁠Alex Bilzerian
RT @alexbilz: Lectures by Stephen Boyd at Stanford University.

Introduction to applied linear algebra with emphasis on applications: https://t.co/oVjyyBRriy

h/t @dr_sergiomedina https://t.co/Rp00hKO8Za

@alexbilz Also it is available in YouTube https://t.co/2up58cKrLf - Sergio Medina
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