Probability Mathematician Biographies

• Borel  - Presents a biography of the author. Also shows information on the list of references and some quotations.
• Cantelli  - Presents the author's biography, with his contribution to the theory of probability. Also shows a list of references.
• Caratheodory  - Provides a discussion on calculus of variations, the theory of point set measure, and some functions of a real variables.
• Doob  - Provides information about the author. With some articles and a list of references.
• Dynkin  - Presents a background information about the author. Also shows books and article information.
• Fatou  - Shows a discussion on the differential equations, a list of references, and some history topics.
• Fubini  - Provides the author's study on harmonic functions. Includes other related subjects and contact information.
• Ito  - Presents a list of books published and some articles. With a background information of the author.
• Kolmogorov  - Contains the author's study on the motion of the planets and the turbulent flow of air from a jet engine. With related links.
• Lebesgue  - Provides the author's definition of the Lebesgue integral that generalizes the notion of the Riemann integral. Includes a list of the elected scientists.
• Levy, Paul  - Provides some notions of calculus of probabilities. With the author's biography and contact details.
• Markov  - Shows the author's achievements and a list of his references. With some related links.
• Radon  - Shows the author's contribution to calculus of variations, differential geometry, and measure theory. Includes a list of references and contact details.
• Stieltjes  - Highlights the author's studies on the branches of analysis, continued fractions, and number theory. With a list of references and related links.