| BUCKMINSTER FULLER BIBLIOGRAPHY | |
| BOOKS, BOOKLETS, MONOGRAPHS, ETC, BY BUCKY | |
| Everything I Know | |
| Log by Ed Applewhite; January 20-February 1, 1975 | |
| Transcription of 43 Hours of Lectures by JoAnne Ishimine | |
| Video/Audio Taped in the Bell Telephone Studios, Philadelphia, PA, USA | |
| Online at Buckminster Fuller Institute-CA (Searchable) |
See: http://bfi.org |
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| Note: 24-Hour Time; Yellow indicates sections as established by Applewhite | |
| 18:20 | REVIEW: CONCEPTUAL SET: |
| 18:2? | Fourness & Sixness of Interrelationships |
| 18:2? | Tetrahedron Litany: Cheese Tetra |
| 18:2? | We Are Dealing in a Four-Dimensional System |
| 18:28 | GEOMETRY: |
|
18:2? |
Reference to Macmillan |
| 18:30 | Vector Equilibrium (VE) as First Nuclear Array |
| 18:32 | Vector Equilibrium as Maximum Domain of Nucleus |
| 18:34 | Closest Packing (Drawing board) |
| 18:37 | Turbining at Third Layer |
| 18:42 | Frequency of Modular Subdivision |
| 18:45 | Neutral Axis |
| 18:47 | Euler & Constant Relative Abundance of Topological Characteristics |
| 18:48 | Only Synergetics Geometry Is Nuclear Geometry |
| 18:51 | Jitterbug |
| 18:54 | Vector Equilibrium & Icosahedron: 18.51 |
| 18:57 | Nuclear Phenomena |
| 19:03 | R Buckminster Fuller's Geometry Teacher: Homer LeSourd |
|
19:06 |
Deliberately Nonstraight Line: |
| 19:08 | Heisenberg |
| 19:15 | Indeterminism |
|
19:17 |
Nucleated Tetrahedron: |
|
19:?? |
Number of Balls in the Outer Layer of Tetrahedron |
| 19:22 | Chart of Topological Hierarchies |
| 19:30 | Additive Twoness & Multiplicative Twoness |
|
19:36-20:25 |
Break |
| 20:26 | A AND B QUANTA MODULES: |
|
20:2? |
Half Octas: Two Half Octas |
|
20:28 |
Foldability: |
| 20:31 | Geodesics: Definition |
|
20:3? |
Bird & Gun: Bullet Trajectory |
| 20:34 | Bow Ties |
| 20:38 | Vector Equilibrium Assembled |
| 20:3? | Energy Holding Pattern |
| 20:3? | Copper Spheres |
| 20:40 | Intertransformabilities |
| 20:44 | TRUNCATED TETRAHEDRON = 14 FACES = SEVEN AXES OF SYMMETRY: |
| 20:54 | Great Circles & Axes of Vector Equilibrium |
| 20:55 | Folded Icosa-Pentagons Mean Fiveness |
| 20:5? | 15 Great Circles of Icosahedron |
| 20:?? | 60 Positive & 60 Negative Subdivisions of Unity |
| 21:?? | Babylonians |
| 21:02 | Icosahedron: 31 Great Circles |
| 21:06 | Vector Equilibrium |
| 21:07 | Model of Toy Auto Tires |
| 21:12 | Rubber Tires as Four-Dimensional Model |
| 21:14 | Involuting-Evoluting Model |
|
21:1? |
This Is What Turbulence Is |
| 21:15 | Vector Equilibrium Model Made of Venetian Blind Slats (slide) |
| 21:16 | Icosahedron Model Made of Venetian Blind Slats |
| 21:18 | Interrelatedness of Everything |
| 21:19 | GAP BETWEEN SCIENCE AND THE HUMANITIES: |
| 21:20 | C P Snow |
| 21:2? | Royal Society & Thermodynamics (Visible) |
| 21:2? | Electrodynamics (Invisible) |
| 21:2? | Black Bodies Discovered to Have Fourth-Power Rates of Change |
| 21:24 | Return of Conceptuality |
| 21:2? | With 20 Tetrahedra Around a Point (Instead of 8 Cubes) You Can Bring the 4th Dimension into Modelability with No Trouble at All |
|
21:25 |
End (3 hrs 5 min including breaks) |
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