Chapter उ

This chapter discusses about the rigorous and formal structure of mathematics but with rules not from axioms. These rules are entirely based on the behaviour of mathematical objects themselves. These rules are not mere assumptions which are assumed as true but are verified as true.

This chapter discusses about:

• Formal structure of a state

• Concept of Transformers (An alternative to functions and more powerful)

• Arithmetical structure

• Arithmetic Rules

• Algebraic structure

• Algebraic Rules

• Defining Division with Zero

• Defining other Indeterminate or Undefined forms

• Complex structure

• Complex Rules

• Extension to different domains

• Solving Reimann Hypothesis (An approach)

More to be updated...

I express my heartfelt gratitude to my गुरु (true teacher):  प्रकृति (Prakruti: nature), who ignited this transformative idea in my चित्त (Chitta: mind or consciousness). I am profoundly thankful for the inspiration and guidance she provided enriching my creative journey.