bilgi
by Mehmet Keçeci
Physicist
by Mehmet Keçeci
Physicist
| Ranking | Name | Version |
|---|
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| Name | Latest Version | Summary | Updated | License |
|---|
| adnus | 0.2.1 | adnus (AdNuS): Advanced Number Systems | Jan 16, 2026 | AGPL-3.0-or-later |
| ezan | 0.1.1 | Namaz vakitleri ve kıble hesaplama aracı | Feb 21, 2026 | AGPL-3.0-or-later License |
| gridshape | 0.1.1 | gridshape: A Python module for drawing geometric shapes on a cell matrix with high‑resolution subgrid support, statistical analysis and visualisation. | May 5, 2026 | AGPL-3.0-or-later |
| grikod | 1.1.6 | Binary to Gray code conversion package. | Aug 4, 2025 | MIT |
| grikod2 | 1.1.4 | Binary to Gray code conversion package. | Jan 13, 2026 | MIT |
| kececicurve | 0.1.6 | kececicurve, Keçeci Curve, Keçeci Eğrisi Modülü | Apr 30, 2026 | AGPL-3.0-or-later |
| kececifractals | 0.2.3 | Keçeci Fractals: Keçeci-style circle fractal. | May 2, 2026 | AGPL3.0-or-later |
| kececilayout | 0.6.5 | Advanced sequential-zigzag graph layout algorithm | Apr 29, 2026 | AGPL3.0-or-later |
| kececinumbers | 0.9.9 | Keçeci Numbers: An Exploration of a Dynamic Sequence Across Diverse Number Sets. | May 14, 2026 | AGPL-3.0-or-later |
| kececisquares | 0.1.8 | Keçeci Binomial Squares (Keçeci Binom Kareleri), Keçeci-Narayana Shapes: The Keçeci Binomial Square is a series of binomial coefficients forming a square region within Khayyam (مثلث خیام), Pascal, Binomial Triangle, selected from a specified starting row with defined size and alignment. | May 16, 2026 | AGPL-3.0-or-later |
| kha256 | 0.2.7 | Keçeci Hash Algorithm (Keçeci Hash Algoritması), KHA-256. | May 16, 2026 | AGPL-3.0-or-later |
| oresme | 0.1.0 | Oresme numbers refer to the sums related to the harmonic series. | Jul 8, 2025 | MIT |
| oresmej | 0.1.0 | Oresme numbers refer to the sums related to the harmonic series. | Jul 13, 2025 | MIT |
| oresmen | 0.1.2 | A module for generating Oresme numbers (harmonic series partial sums) | Aug 7, 2025 | MIT |
| spacecurves | 0.1.4 | Space Curves (spacecurves, Uzay Eğrileri): Uzay Dolduran Eğriler Modülü | Apr 21, 2026 | AGPL-3.0-or-later |