URB #506: The i-Completeness Theorem — All Mathematics as Operations on i

Key Points

• The aim is to demonstrate that key mathematical constants are derived from a single primitive operation.
• Proof of expressibility of constants as operations on 'i'.
• Identification of eight primary constants in TI Sigma.
• Application of elementary operations to the primitive 'i'.
• All eight primary constants are expressible through specific operations on 'i'.
• Establishes a new understanding of mathematical relationships among constants.