-
1
Julia Robinson and Hilbert's tenth problem /
[San Francisco, California, USA] : Kanopy Streaming, 2014Format: Electronic VideoStreaming video (Wentworth users only)
-
2
Julia Robinson and Hilbert's tenth problem
Oakland, Calif. : Zala Films, 2008Table of Contents: “….) : Fibonacci and the golden mean by Beau Janzen (1996) -- Constance Reid and Julia Robinson -- From Diophantus to David Hilbert -- Decidability -- Beyond Hilbert's tenth problem -- Turing machines.…”
Format: Video
This item is not available through FLO. Please contact your home library for further assistance. -
3
To infinity and beyond mathematics in modern times
New York, N.Y. : Films Media Group, 2009Table of Contents: “…Exploration of Infinity: Cantor's New Mathematics (4:47) -- Georg Cantor: Continuum Hypothesis (2:49) -- Chaos Theory: Henri Poincar (3:12) -- Results of Poincar's Chaos Theory (3:24) -- Topology: Shape and Mathematics (3:54) -- David Hilbert: Mathematical Genius (4:26) -- Mathematics and Kurt Gdels Uncertainty Theorems (3:30) -- Princeton American Institute of Mathematics (3:42) -- Paul Cohen: Continuum Hypothesis (3:10) -- Paul Cohen and the Riemann Hypothesis (1:28) -- Women of Mathematics: Julia Robinson and Hilbert's Tenth Problem (4:40) -- Yuri Matiyasevich and Hilbert's Tenth Problem (3:34) -- Mathematicians: Galois and Weil (3:26) -- Nicolas Bourbaki and Alexander Grothendieck (4:35) -- Mathematics, Prime Numbers, and Life in the World (5:31)…”
Format: Electronic VideoStreaming video (Emerson users only)
Streaming video (Wentworth users only)
-
4
To infinity and beyond : mathematics in modern times
New York, N.Y. : Films Media Group, 2009Table of Contents: “…Exploration of Infinity: Cantor's New Mathematics (4:47) -- Georg Cantor: Continuum Hypothesis (2:49) -- Chaos Theory: Henri Poincar (3:12) -- Results of Poincar's Chaos Theory (3:24) -- Topology: Shape and Mathematics (3:54) -- David Hilbert: Mathematical Genius (4:26) -- Mathematics and Kurt Gdels Uncertainty Theorems (3:30) -- Princeton American Institute of Mathematics (3:42) -- Paul Cohen: Continuum Hypothesis (3:10) -- Paul Cohen and the Riemann Hypothesis (1:28) -- Women of Mathematics: Julia Robinson and Hilbert's Tenth Problem (4:40) -- Yuri Matiyasevich and Hilbert's Tenth Problem (3:34) -- Mathematicians: Galois and Weil (3:26) -- Nicolas Bourbaki and Alexander Grothendieck (4:35) -- Mathematics, Prime Numbers, and Life in the World (5:31)…”
Format: Electronic VideoStreaming video (Emerson users only)
-
5
Chance
London : Cambridge, Mass. : Whitechapel Gallery ; MIT Press, 2010Format: Book
//IF NOT LOGGED IN - FORCE LOGIN ?>
//ELSE THEY ARE LOGGED IN PROCEED WITH THE OPEN URL CODE:?> -
6
Geometry
New York, NY : Springer New York : Imprint: Birkhäuser, 2020
1st ed. 2020.Format: Electronic eBookFull text (Wentworth users only)
-
7
Wind Energy and Wildlife Impacts Balancing Energy Sustainability with Wildlife Conservation
Cham : Springer International Publishing : Imprint: Springer, 2019Table of Contents: “…The First Large Scale Offshore Aerial Survey Using A High Resolution Camera System (Stephanie McGovern, Julia Robinson Wilmott, Gregory Lampman, Ann Pembroke, Simon Warford, Mark Rehfisch and Stuart Clough) -- Chapter 8. …”
Format: Electronic eBookFull text (Wentworth users only)
-
8
The Black urban community : from dusk till dawn
New York : Palgrave Macmillan, 2006
1st ed.Format: Book
//IF NOT LOGGED IN - FORCE LOGIN ?>
//ELSE THEY ARE LOGGED IN PROCEED WITH THE OPEN URL CODE:?> -
9
A tour through mathematical logic
Washington, D.C. : Mathematical Association of America, 2005Table of Contents: “…5 Model Theory -- 5.1 Introduction -- 5.2 Basic concepts of model theory -- 5.3 The main theorems of model theory -- The Löwenheim-Skolem -- Tarski theorem -- 5.4 Preservation theorems -- Preservation under submodels and intersections -- Preservation under unions of chains -- Preservation under homomorphic images -- Preservation under direct products -- 5.5 Saturation and complete theories -- Short Bio: Julia Robinson -- 5.6 Quantifier elimination -- 5.7 Additional topics in model theory -- Axiomatizable and nonaxiomatizable classes -- Stone spaces -- Tarski's undefinability theorem.…”
Format: Electronic eBookFull text (Emerson users only)
Full text (Emmanuel users only)
Full text (Emmanuel users only)
Full text (NECO users only)
Full text (MCPHS users only)
Full text (Wentworth users only)