188
188
Jan 17, 2012
01/12
by
Bass, Laurie E; Johnson, Art; Prentice-Hall, Inc
texts
eye 188
favorite 2
comment 0
Includes index
Topics: Geometry, Geometry, Geometry, Geometry
255
255
Mar 9, 2013
03/13
by
Larson, Ron, 1941-; Boswell, Laurie; Stiff, Lee; McDougal Littell
texts
eye 255
favorite 3
comment 0
Includes bibliographical references and index
Topics: Geometry, Geometry, Geometry, Geometry
32
32
Jun 26, 2012
06/12
by
Bass, Laurie E; Bass, Laurie E; Pearson/Prentice Hall
texts
eye 32
favorite 0
comment 0
Includes index
Topics: Geometry, Geometry, Geometry, Geometry
162
162
Feb 6, 2018
02/18
by
Wallace, Edward C., 1946-,West, Stephen F., 1946-
texts
eye 162
favorite 1
comment 0
Includes bibliographical references (pages 379-381) and index
Topics: Geometry, Geometry, Geometry
43
43
Dec 23, 2017
12/17
by
VanCleave, Janice Pratt
texts
eye 43
favorite 4
comment 0
Includes index
Topics: Geometry, Geometry, Mathematical recreations, Geometry, Mathematical recreations, Geometry,...
39
39
Jan 18, 2012
01/12
by
Murphy, Stuart J., 1942-; Simard, Rémy, illustrator
texts
eye 39
favorite 1
comment 0
"Three-dimensional shapes, level 2."
Topics: Geometry, Geometry, Shape, Geometry
46
46
Dec 23, 2017
12/17
by
VanCleave, Janice Pratt
texts
eye 46
favorite 3
comment 0
Includes index
Topics: Geometry, Geometry, Mathematical recreations, Geometry, Mathematical recreations, Geometry,...
33
33
Feb 21, 2018
02/18
by
Smoothey, Marion, 1943-,Evans, Ted, illustrator
texts
eye 33
favorite 1
comment 0
Includes index
Topics: Angles (Geometry), Angles (Geometry), Geometry, Angles (Geometry)
66
66
Sep 14, 2018
09/18
by
Wingard-Nelson, Rebecca
texts
eye 66
favorite 1
comment 0
104 pages : 25 cm
Topics: Geometry -- Juvenile literature, Geometry, Geometry, Geometry
14
14
Aug 1, 2018
08/18
by
Loughran, Donna
texts
eye 14
favorite 1
comment 0
24 pages : 23 cm
Topics: Geometry -- Juvenile literature, Geometry, Geometry, Geometry
31
31
Jun 30, 2018
06/18
by
Caron, Lucille
texts
eye 31
favorite 0
comment 0
64 pages : 24 cm
Topics: Geometry -- Juvenile literature, Geometry, Geometry, Geometry
207
207
Sep 1, 2016
09/16
by
Media Guild
movies
eye 207
favorite 2
comment 0
Produced by the BBC for the British Open University
Topics: Angles (Geometry), Geometry, Angles (Geometry), Geometry
En lógica y matemáticas, un sistema axiomático consiste en un conjunto de axiomas que se utilizan, mediante deducciones, para demostrar teoremas. Ejemplos de sistemas axiomáticos deductivos son la geometría euclidiana compilada por Euclides en los Elementos y el sistema axiomático de la lógica proposicional. Un sistema axiomático puede tener expresados sus axiomas de manera formal o de manera informal: una axiomatización formal usa un lenguaje formal y en él cada axioma es una cadena...
Topics: Mathematics, Geometry, Plane geometry, Absolute geometry, Analytic geometry, Euclidean geometry
Source: http://www.toomates.net/biblioteca/GeometriaAxiomatica.pdf
"Authorized by the Minister of Education for Ontario"
Topics: Geometry, Geometry
29
29
Jun 20, 2019
06/19
by
Fishback, W. T. (William Thompson)
texts
eye 29
favorite 0
comment 0
244 p. : 24 cm
Topics: Geometry -- Foundations, Geometry, Projective, Geometry
The metadata below describe the original scanning. Follow the "All Files: HTTP" link in the "View the book" box to the left to find XML files that contain more metadata about the original images and the derived formats (OCR results, PDF etc.). See also the What is the directory structure for the texts? FAQ for information about file content and naming conventions.
Topics: Geometry, Geometry
120
120
Jun 22, 2012
06/12
by
Burrill, Gail F
texts
eye 120
favorite 0
comment 1
Includes index
( 1 reviews )
Topics: Geometry, Geometry
14 32 45
Topics: Geometry, Geometry
30
30
Oct 29, 2018
10/18
by
Levy, Lawrence S., 1933-
texts
eye 30
favorite 0
comment 0
vi, 170 pages 24 cm
Topics: Geometry, Geometry
Topics: Geometry, Geometry
38
38
Mar 4, 2010
03/10
by
Economopoulos, Karen; TERC (Firm)
texts
eye 38
favorite 1
comment 0
System requirements: Macintosh II or above computer ; 4 MB memory ; Apple System Software 7.0 or later
Topics: Geometry, Geometry
14
Topics: Geometry, Geometry
2
2.0
Sep 27, 2019
09/19
by
Henderson, Kenneth B
texts
eye 2
favorite 0
comment 0
561 pages 25 cm
Topics: Geometry, Geometry
320
320
May 14, 2010
05/10
by
Postnikov, M. M. (Mikhail Mikhailovich)
texts
eye 320
favorite 0
comment 0
Semester I. Analytic geometry.--Semester II. Linear Algebra and differential geometry
Topics: Geometry, Geometry
"Authorized by the Minister of Education for Ontario"
Topics: Geometry, Geometry
9
9.0
May 12, 2018
05/18
by
Long, Ethan
texts
eye 9
favorite 1
comment 0
1 volume (unpaged) : 21 x 26 cm
Topics: Geometry -- Juvenile literature, Geometry, Geometry
127
127
Sep 17, 2010
09/10
by
Leff, Lawrence S
texts
eye 127
favorite 3
comment 0
Spine title: Geometry the easy way
Topics: Geometry, Plane, Geometry, Geometry, Plane
32
Topics: Geometry, Geometry
Mode of access: Internet
Topics: Geometry, Geometry
14
14
Nov 1, 2018
11/18
by
Wolfe, Harold E
texts
eye 14
favorite 1
comment 0
None
Topics: Geometry, Geometry
160
160
Nov 15, 2011
11/11
by
Hirsch, Christian R
texts
eye 160
favorite 0
comment 0
Includes index
Topics: Geometry, Geometry
183
183
Mar 18, 2014
03/14
by
Meyers, William J. (William John), 1869-
texts
eye 183
favorite 1
comment 0
Book digitized by Google from the library of Harvard University and uploaded to the Internet Archive by user tpb.
Topics: Geometry, Geometry
Source: http://books.google.com/books?id=FyUAAAAAYAAJ&oe=UTF-8
Cornell University Library
469
469
Nov 7, 2009
11/09
by
Meyers, William J. (William John), 1869-1928
texts
eye 469
favorite 0
comment 0
The metadata below describe the original scanning. Follow the "All Files: HTTP" link in the "View the book" box to the left to find XML files that contain more metadata about the original images and the derived formats (OCR results, PDF etc.). See also the What is the directory structure for the texts? FAQ for information about file content and naming conventions.
Topics: Geometry, Geometry
32
Topics: Geometry, Geometry
113
113
Nov 10, 2010
11/10
by
Bendick, Jeanne; Levin, Marcia Lauter Obrasky, 1918- joint author
texts
eye 113
favorite 4
comment 0
An introduction to some of the basic concepts in geometry and where they are met in everyday life, including sections on mathematics in art or music, and the use of letters and charts in mathematics
Topics: Geometry, Geometry
The metadata below describe the original scanning. Follow the "All Files: HTTP" link in the "View the book" box to the left to find XML files that contain more metadata about the original images and the derived formats (OCR results, PDF etc.). See also the What is the directory structure for the texts? FAQ for information about file content and naming conventions.
Topics: Geometry, Geometry
424
424
Apr 5, 2008
04/08
by
Meyers, William J. (William John), 1869-
texts
eye 424
favorite 0
comment 0
Book digitized by Google from the library of the University of Michigan and uploaded to the Internet Archive by user tpb.
Topics: Geometry, Geometry
Source: http://books.google.com/books?id=Ci2lxhEwmvkC&oe=UTF-8
74
74
Mar 21, 2013
03/13
by
Greenberg, Marvin J. dn
texts
eye 74
favorite 2
comment 0
Bibliography: p. [386]-389
Topics: Geometry, Geometry, Non-Euclidean, Geometry, Mathematics, Geometry, Non-Euclidean
101
101
Nov 21, 2018
11/18
by
Bass, Laurie E
texts
eye 101
favorite 1
comment 0
xxxi, 893 pages : 28 cm
Topics: Geometry, Geometry -- Problems, exercises, etc, Geometry
7
7.0
Jun 27, 2018
06/18
by
Ekaterina Amerik; Misha Verbitsky
texts
eye 7
favorite 0
comment 0
Let S be an infinite-dimensional manifold of all symplectic, or hyperkahler, structures on a compact manifold M, and $Diff_0$ the connected component of its diffeomorphism group. The quotient $S/\Diff_0$ is called the Teichmuller space of symplectic (or hyperkahler) structures on M. MBM classes on a hyperkahler manifold M are cohomology classes which can be represented by a minimal rational curve on a deformation of M. We determine the Teichmuller space of hyperkahler structures on a...
Topics: Differential Geometry, Symplectic Geometry, Algebraic Geometry, Mathematics
Source: http://arxiv.org/abs/1503.01201
0
0.0
Jun 30, 2018
06/18
by
Yuguang Zhang
texts
eye 0
favorite 0
comment 0
In this paper, we construct a completion of the moduli space for polarized Calabi-Yau manifolds by using Ricci-flat K\"ahler-Einstein metrics and the Gromov-Hausdorff topology, which parameterizes certain Calabi-Yau varieties. We then study the algebro-geometric perperties and the Weil-Petersson geometry of such completion. We show that the completion can be exhausted by sequences of quasi-projective varieties, and new points added have finite Weil-Petersson distance to the interior.
Topics: Mathematics, Metric Geometry, Differential Geometry, Algebraic Geometry
Source: http://arxiv.org/abs/1410.2979
0
0.0
Jun 29, 2018
06/18
by
Fiammetta Battaglia; Elisa Prato
texts
eye 0
favorite 0
comment 0
In this article we extend cutting and blowing up to the nonrational symplectic toric setting. This entails the possibility of cutting and blowing up for symplectic toric manifolds and orbifolds in nonrational directions.
Topics: Mathematics, Differential Geometry, Algebraic Geometry, Symplectic Geometry
Source: http://arxiv.org/abs/1606.00610
2
2.0
Jun 29, 2018
06/18
by
Savio Chung
texts
eye 2
favorite 0
comment 0
In this thesis, we study a class of special Lagrangian submanifolds of toric Calabi-Yau manifolds and construct their mirrors using some techniques developed in the SYZ programme. We present a justification on the conjecture on the mirror construction of D- branes in Aganagic-Vafa [2]. We apply the techniques employed in Chan-Lau-Leung [8] and Chan [6], which give the SYZ mirror construction for D-branes. Recently, Chan-Lau-Leung [8] has given an explicit mirror construction for toric...
Topics: Mathematics, Differential Geometry, Algebraic Geometry, Symplectic Geometry
Source: http://arxiv.org/abs/1612.09380
0
0.0
Jun 30, 2018
06/18
by
Joseph Palmer
texts
eye 0
favorite 0
comment 0
We provide a general framework to study convergence properties of families of maps. For manifolds $M$ and $N$ where $M$ is equipped with a volume form $\mathcal{V}$ we consider families of maps in the collection $\{(\phi, B) : B \subset M, \phi:B \rightarrow N\text{ with both measurable}\}$ and we define a distance function $\mathcal{D}$ similar to the $L^1$ distance on such a collection. The definition of $\mathcal{D}$ depends on several parameters, but we show that the properties and topology...
Topics: Symplectic Geometry, Mathematics, Metric Geometry, Differential Geometry
Source: http://arxiv.org/abs/1406.4181
1
1.0
Jun 29, 2018
06/18
by
Junwu Tu
texts
eye 1
favorite 0
comment 0
Motivated by the definition of homotopy $L_\infty$ spaces, we develop a new theory of Kuranishi manifolds, closely related to Joyce's recent theory. We prove that Kuranishi manifolds form a $2$-category with invertible $2$-morphisms, and that certain fiber product property holds in this $2$-category. In a subsequent paper, we construct the virtual fundamental cycle of a compact oriented Kuranishi manifold, and prove some of its basic properties. Manifest from this new formulation is the fact...
Topics: Symplectic Geometry, Differential Geometry, Algebraic Geometry, Mathematics
Source: http://arxiv.org/abs/1602.00150
1
1.0
Jun 28, 2018
06/18
by
Philip Boalch; Daisuke Yamakawa
texts
eye 1
favorite 0
comment 0
We will construct twisted versions of the wild character varieties.
Topics: Symplectic Geometry, Differential Geometry, Algebraic Geometry, Mathematics
Source: http://arxiv.org/abs/1512.08091
7
7.0
Jun 26, 2018
06/18
by
Maurício Corrêa
texts
eye 7
favorite 0
comment 0
Let $(\mathcal{E}, \phi)$ be a rank two co-Higgs vector bundles on a K\"ahler compact surface $X$ with $\phi\in H^0(X,End(\mathcal{E})\otimes T_X)$ nilpotent. If $(\mathcal{E}, \phi)$ is semi-stable, then one of the following holds up to finite \' etale cover: $i)$ $X$ is uniruled. $ii)$ $X$ is a torus and $(\mathcal{E}, \phi)$ is strictly semi-stable. $iii)$ $X$ is a properly elliptic surface and $(\mathcal{E}, \phi)$ is strictly semi-stable.
Topics: Differential Geometry, Mathematics, Symplectic Geometry, Algebraic Geometry
Source: http://arxiv.org/abs/1501.06045
California Digital Library
951
951
May 28, 2009
05/09
by
Stäckel, Paul, 1862-1919; Engel, Friedrich, 1861-1941
texts
eye 951
favorite 0
comment 0
Includes bibliographies
Topics: Parallels (Geometry), Geometry, Geometry, Non-Euclidean
5
5.0
Jun 27, 2018
06/18
by
Yuguang Zhang
texts
eye 5
favorite 0
comment 0
In this paper, we study the collapsing behaviour of negative K\"{a}hler-Einstein metrics along degenerations of canonical polarized manifolds. We prove that for a toroidal degeneration of canonical polarized manifolds with the total space $\mathbb{Q}$-factorial, the K\"{a}hler-Einstein metrics on fibers collapse to a lower dimensional complete Riemannian manifold in the pointed Gromov-Hausdorff sense by suitably choosing the base points. Furthermore, the most collapsed limit is a real...
Topics: Metric Geometry, Differential Geometry, Mathematics, Algebraic Geometry
Source: http://arxiv.org/abs/1505.04728
0
0.0
Jun 30, 2018
06/18
by
Kwokwai Chan
texts
eye 0
favorite 0
comment 0
In this note, we study the SYZ mirror construction for a toric Calabi-Yau manifold using instanton corrections coming from Woodward's quasimap Floer theory instead of Fukaya-Oh-Ohta-Ono's Lagrangian Floer theory. We show that the resulting SYZ mirror coincides with the one written down via physical means (as expected).
Topics: Differential Geometry, Algebraic Geometry, Symplectic Geometry, Mathematics
Source: http://arxiv.org/abs/1704.01730
