MDS 514.22
Wording: Natural sciences & mathematics Mathematics Topology Algebraic Topology Not set
Dewmoji: 🔬➗🍩??
0 Computer science, information & general works 252,013 ℹ️ | 1 Philosophy & psychology 270,129 🧠 | 2 Religion 681,242 🙏 | 3 Society, government, & culture 1,328,382 👫 | 4 Language 209,883 💬 | 5 Natural sciences & mathematics 431,918 🔬 | 6 Applied science & technology 940,635 💡 | 7 Arts & recreation 1,031,850 🎨 | 8 Literature & rhetoric 1,436,736 📚 | 9 History & geography 837,760 🗺️ |
50 Science 35,266 🥼 | 51 Mathematics 82,055 ➗ | 52 Astronomy 25,356 🔭 | 53 Physics 44,008 🍎 | 54 Chemistry 28,260 ⚗️ | 55 Earth sciences; geology 36,663 🌎 | 56 Fossils & Dinosaurs 11,038 💀 | 57 Biology 55,751 🧬 | 58 Plants (Botany) 26,824 🌿 | 59 Animals 86,697 🐼 |
510 Mathematics / Graphs 22,359 ➗ | 511 General principles of mathematics 6,064 📐 | 512 Algebra 9,891 + | 513 Arithmetic 6,819 🔢 | 514 Topology 2,470 🍩 | 515 Analysis 11,784 Σ | 516 Geometry 6,280 ⚫ | 517 [Formerly: Calculus] 1,410 | 518 Numerical analysis 1,027 💻 | 519 Probabilities and applied mathematics 13,950 📊 |
514.0 Trigonometry 20 | 514.1 Trigonometric functions; General formulas (See 522.7) 16 | 514.2 Algebraic Topology 612 | 514.3 Topology of Space 260 | 514.4 Solution of trigonometric equations 2 | 514.5 Plane geometry: solution of plane triangles; analytic 29 | 514.6 Spheric trigonometry; General formulas 9 | 514.7 Analytic Topology 502 | 514.8 Differences of triangles, plane and spheric 1 | 514.9 Problems 2 |
514.20 | 514.21 | 514.22 190 | 514.23 94 | 514.24 118 | 514.25 | 514.26 | 514.27 | 514.28 | 514.29 |
514.220 | 514.221 | 514.222 | 514.223 33 | 514.224 136 | 514.225 | 514.226 | 514.227 | 514.228 | 514.229 |
Selected Works under MDS 514.22 (190)
181 items
- The Knot Book by Colin C. Adams
- Knots: Mathematics with a Twist by Alexei Sossinsky
- The Topology of Fibre Bundles by Norman Steenrod
- Fibre Bundles by Dale Husemoller
- Introduction to Knot Theory by Richard H. Crowell
- Knots and physics by Louis H. Kauffman
- Foundations of Combinatorial Topology by Lev Pontryagin
- Sheaf Theory by Glen E. Bredon
- An Introduction to Knot Theory by W.B.Raymond Lickorish
- Knot Theory by Charles Livingston
- On Knots by Louis H. Kauffman
- The Geometry and Physics of Knots (Lezioni Lincee) by Michael Francis Atiyah
- Knots and Links by Dale Rolfsen
- Knot Theory and Its Applications (Modern Birkhäuser Classics) by Kunio Murasugi
- An Interactive Introduction to Knot Theory (Aurora: Dover Modern Math Originals) by Inga Johnson
- Formal Knot Theory by Louis H. Kauffman
- Categories and Sheaves (Grundlehren der mathematischen Wissenschaften) by Masaki Kashiwara
- How Surfaces Intersect in Space: An Introduction to Topology by J. Scott Carter
- Combinatorial Topology by Paul Alexandroff
- Knots, Groups, and 3-Manifolds: Papers Dedicated to the Memory of R.H. Fox by Lee Paul Neuwirth
Related Tags
"Far Friends"
MDS classes with significant recommendations overlap, excluding ones under the same top-level class.
None
Wording
| 1922 Edition |
| Modern Language |
| Emoji |