| _version_ | 1866901700553474048 |
|---|---|
| author | Pidlysny, Matthew William |
| author_facet | Pidlysny, Matthew William |
| contents | <p><strong>Space Balls</strong></p> <p>Space Balls is a satirical term meant to imply spheres occupying a theoretical space, which is not implied as existent in the program but would constitute it nonetheless.</p> <p><strong>je-suis-ballin.py</strong> - This is a tool meant to mechanize the sphere generation tool. It extracts a number within a few interests of avenue and exposes it's full decimal value upon a sphere, appropriately chosen for efficiency in the course.</p> <p><strong>space-balls.py</strong> - This program is made to generate a sphere of specified size to examine it's geometric layout. Sphere geometry is chosen beforehand among a list of constituent methods.</p> <p><strong>strobili_v4.py</strong> - Upon examining field vector, me and SuperNinja (An AI) discovered that there is a definite minimum field possible within each application of sphere chosen for the above programs. This examines all 4 of the sphere types and represents their "minimally working model" as best as we could derive it ourselves.</p> <p>ALL WORK IS FREE AND MAY BE USED AND/OR MODIFIED TO YOUR HEARTS CONTENT (WITH MENTION OF ME AND/OR SUPERNINJA). </p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_19963799 |
| institution | Zenodo |
| language | eng |
| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Space Balls: Field and Sphere Generation Tools for Understanding Planar Geometry Pidlysny, Matthew William sphere Geometry Plane source hadwiger-nelson fuzzy sphere relational sphere euclidean sphere banachian sphere <p><strong>Space Balls</strong></p> <p>Space Balls is a satirical term meant to imply spheres occupying a theoretical space, which is not implied as existent in the program but would constitute it nonetheless.</p> <p><strong>je-suis-ballin.py</strong> - This is a tool meant to mechanize the sphere generation tool. It extracts a number within a few interests of avenue and exposes it's full decimal value upon a sphere, appropriately chosen for efficiency in the course.</p> <p><strong>space-balls.py</strong> - This program is made to generate a sphere of specified size to examine it's geometric layout. Sphere geometry is chosen beforehand among a list of constituent methods.</p> <p><strong>strobili_v4.py</strong> - Upon examining field vector, me and SuperNinja (An AI) discovered that there is a definite minimum field possible within each application of sphere chosen for the above programs. This examines all 4 of the sphere types and represents their "minimally working model" as best as we could derive it ourselves.</p> <p>ALL WORK IS FREE AND MAY BE USED AND/OR MODIFIED TO YOUR HEARTS CONTENT (WITH MENTION OF ME AND/OR SUPERNINJA). </p> |
| title | Space Balls: Field and Sphere Generation Tools for Understanding Planar Geometry |
| topic | sphere Geometry Plane source hadwiger-nelson fuzzy sphere relational sphere euclidean sphere banachian sphere |
| url | https://doi.org/10.5281/zenodo.19963799 |