Interconnected Pythagorean Triples using Central Squares Theory
Triples are connected through Squares.
Key Terms
- Pythagorean Theorem
- Pythagorean Triples
- Pythagorean Family of Triples
- Plato family of Triples
- 3D Pythagorean Theorem
- Octahedron in 3D
- Square in 2D
- Square and Triangles
- Pythagorean Tree
- Geometrical Gear
- 3D Geometrical Gear
- Interconnected Triples
- Tripartite Universe
- Tri-loka
- Great Pyramids
- Set, Osiris, Isis
- IS RA EL
- Herma-polis and Helio-polis
- Set/Thoth and RA/Atum
- Shadows and Pillers
- Saturn and Jupiter
- Moon and Sun
- Silver and Gold
- Tamas and Rajas
- Serpent and Eagle
- Set and Horus
- Fourth and Fifth
- Descent and Ascent
- Ganesh and Hanuman
- Mars Planet
- Sun, Earth, Moon
- Three Parts of the Soul
- Fundamental Triplicity
- Inverted Pipal Tree in Hindu Cosmology
- Vastu Purush Mandala
- Brahma in Vedic Physics
- Brahma, Vishnu, Mahesh/Shiv
- Ram, Lakshman, Sita
- Krishna, Baldev/Balram, Subhadra
- Surya Vanshi and Chandra Vanshi – Solar and Lunar Dynasties
- Tripitaka in Buddhism
- Eightfold path in Buddhism
- Lotus and Diamond Sutra in Buddhism
- Vajra and Lotus
- Indra, Brahma, Buddha
- Three Gunas – Satva, Rajas, Tamas
- Three Sheaths – Gross, Subtle, Causal
- Three Nadis: Pingala(Sun), Ida(Moon), Sushumna(Fire)
- Three Doshas: Vata, Kapha, Pitta
- Three Gods: Brahma, Rudra, Vishnu
- Path: Ascending, Descending, Bidirectional
- Three inner layers of Sushumna Nadi: Chitrini, Vajra, Brahma
- Plimpton 322
Pythagorean Family of Triples
- 3 4 5
- 5 12 13
- 7 24 25
- 9 40 41
Plato Family of Triples
- 3 4 5
- 8 15 17
- 12 35 37
- 16 63 65
Pythagoras triples explained via central squares
Anatomy of the Pythagoras’ tree
Key sources of Research
Pythagoras triples explained via central squares
Luis Teia Gomes
Anatomy of the Pythagoras’ tree
Luis Teia
The University of Lund, Sweden
luistheya@gmail.com
Click to access Anatomy-of-the-Pythagoras-Tree.pdf
Fermat’s Theorem – a Geometrical View
Article · March 2017
Click to access Fermats-Theorem-a-Geometrical-View.pdf
The Pythagorean geometric gear
Luis Teia
University of Lund, Sweden
luistheya@gmail.com
Click to access The-Pythagorean-Geometric-Gear.pdf
Geometry of the 3 D Pythagoras ’ Theorem
- Published 2016
http://www.ccsenet.org/journal/index.php/jmr/article/download/64646/34833
Special Case of the Three-Dimensional Pythagorean Gear
(Australian Senior Mathematics Journal)
Article in Journal of the Australian Mathematical Society ·
December 2018
Geometry of 3D Pythagorean Theorem
The Pythagorean Tree: A New Species
H. Lee Price
September, 2008
Pythagoras’ garden, revisited
- Published 2012
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