Always accessible menu page
Introduction/background page
St. Walburga's primary school
Necessary assumptions made
Numbers as points in the plane
Numbers as lines in the plane
Numbers as amplitudes from 0
Numbers & angles in the plane
Even more numbers & angles
Multiplication in the plane
Plane mathematical procedures
Previous theory from St. Bede's
Possible extension to the theory
Imaginary numbers are real
What this theory changes most
Some proposals in the theory
Numbers as bedrock of maths
ORIGIN of the complex plane
Summary and conclusions
Physics, philosophy & personal
End of part 1, start of part 2
Hamilton's quaternion theory
Significance of 3 dimensions
The complex plane universe
Possible spreadsheet universe?
End of part 2, start of part 3
The truth behind mathematics
The philosophy of the theory
Possible explanation of GOD
The main points of the theory
End of part 3, start of part 4
People I owe a gratitude to
My hobbies and interests
My K.mod.E. kite design PDF
Morning sun in Robert's Park
THE END