MDS 516.183
Wording: Natural sciences & mathematics Mathematics Geometry General Geometry Not set Not set
Dewmoji: π¬ββ«???
0 Computer science, information & general works 252,013 βΉοΈ | 1 Philosophy & psychology 270,129 🧠 | 2 Religion 681,242 π | 3 Society, government, & culture 1,328,382 π« | 4 Language 209,883 π¬ | 5 Natural sciences & mathematics 431,918 π¬ | 6 Applied science & technology 940,635 π‘ | 7 Arts & recreation 1,031,850 π¨ | 8 Literature & rhetoric 1,436,736 π | 9 History & geography 837,760 πΊοΈ |
50 Science 35,266 🥼 | 51 Mathematics 82,055 β | 52 Astronomy 25,356 π | 53 Physics 44,008 π | 54 Chemistry 28,260 βοΈ | 55 Earth sciences; geology 36,663 π | 56 Fossils & Dinosaurs 11,038 π | 57 Biology 55,751 𧬠| 58 Plants (Botany) 26,824 πΏ | 59 Animals 86,697 πΌ |
510 Mathematics / Graphs 22,359 β | 511 General principles of mathematics 6,064 π | 512 Algebra 9,891 + | 513 Arithmetic 6,819 π’ | 514 Topology 2,470 π© | 515 Analysis 11,784 Ξ£ | 516 Geometry 6,280 β« | 517 [Formerly: Calculus] 1,410 | 518 Numerical analysis 1,027 π» | 519 Probabilities and applied mathematics 13,950 π |
516.0 Geometry 377 | 516.1 General Geometry 1,411 | 516.2 Euclidean geometry 578 | 516.3 Analytic Geometry 1,918 | 516.4 Affine Geometry 21 | 516.5 Projective Geometry 121 | 516.6 Descriptive Geometry 27 | 516.7 27 | 516.8 Quaternions: calculus of direction and position 36 | 516.9 Non Euclidean Geometry 94 |
516.10 10 | 516.11 Right lines 22 | 516.12 8 | 516.13 Constructive geometry 75 | 516.14 Transformation of coordinates 6 | 516.15 Geometric shapes 1,131 | 516.16 18 | 516.17 9 | 516.18 22 | 516.19 12 |
516.180 | 516.181 | 516.182 9 | 516.183 5 | 516.184 2 | 516.185 | 516.186 1 | 516.187 | 516.188 | 516.189 |
Selected Works under MDS 516.183 (5)
5 items
- How to Draw a Straight Line: A Lecture on Linkages (Nature Series.) by Alfred Bray Kempe
- Computational Line Geometry (Mathematics and Visualization) by Helmut Pottmann
- Kummer's Quartic Surface (Cambridge Mathematical Library) by R. W. H. Hudson
- Lines (Stone Age Geometry) by Gerry Bailey
- Coherent Sheaves, Superconnections, and Riemann-Roch-Grothendieck (Progress in Mathematics) by Jean-Michel Bismut
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 |