Not human maths, The inherent mathematics of the universe, which humans have codified and symbolized into Human maths, a language compatible with the mathematics that guide the interaction of fundamental universal Universal values.
Tegmark thinks there may only be some 32 fundamental relational values plus a dozen or so equations that tie the regular behaviors together into a mathematical system that addresses all possible known Universal Physical Expression in Reality.
Tegmark believes we are not all that far off, now that we are getting access to quatum levels , where the earliest forms of spacetime geometry became manifest.
Fractals!
Fractals are mathematical curves that have a natural appearance and a fine, recursive, self-similar structure1. They do not follow the rules of classical geometry and their size is dependent on the scale at which they are measured1. Fractals can be described as sets of coordinates which are governed by a series of functions repeated ad infinitum1.
Square Roots & Pythagorean Theorem
Pythagoras, a Greek mathematician, developed a variety of theories including the Pythagorean Theorem. This theorem allowed Pythagoras to accurately measure the side length of right triangles. This has many applications, particularly within the world of design. Click on the image of the tree to the right to find a template to create your own Pythagorean tree.
Students will reflect on their understanding of triangle properties (grade 6) as well as the area of quadrilaterals (grade 7) to learn about square numbers. Students will investigate the are of squares in relation to their side length. These principles will be applied to right triangles to determine side length via the pythagorean theorem.
Understanding Squares - the BRUCE Zone
a) A fractal curve is a mathematical curve whose shape retains the same general
b) pattern of irregularity, regardless of how high it is magnified.
c) Platonic solids and their inherent potentials
d) Fibonacci Sequence and its exponential expressions
e) 4 Dimensional algebraic descriptions of the Universe (qubits)
f) Elementary Atomic values
With that I believe he means that all things in the universe have a value and that all interactive processes of these values at any specific spacetime coordinate are guided by the prevailing mathematical laws at that relative location.
Mathematics
Mathematical notation is widely used in science and engineering for representing complex concepts and properties in a concise, unambiguous, and accurate way. This notation consists of symbols used for representing operations, unspecified numbers, relations and any other mathematical objects, and then assembling them into expressions and formulas.[94]
More precisely, numbers and other mathematical objects are represented by symbols called variables, which are generally Latin or Greek letters, and often include subscripts.
Operation and relations are generally represented by specific symbols or glyphs,[95] such as + (plus), × (multiplication), ∫{\textstyle \int } (integral), = (equal), and < (less than).[96]
An explanation of the sigma (Σ) [summation](
Summation - Wikipedia) notation
All these symbols are generally grouped according to specific rules to form expressions and formulas.[97] Normally, expressions and formulas do not appear alone, but are included in sentences of the current language, where expressions play the role of noun phrases and formulas play the role of clauses.
Mathematics has developed a rich terminology covering a broad range of fields that study the properties of various abstract, idealized objects and how they interact. It is based on rigorous definitions that provide a standard foundation for communication.
An axiom or postulate is a mathematical statement that is taken to be true without need of proof. If a mathematical statement has yet to be proven (or disproven), it is termed a conjecture.
Through a series of rigorous arguments employing deductive reasoning, a statement that is proven to be true becomes a theorem. A specialized theorem that is mainly used to prove another theorem is called a lemma. A proven instance that forms part of a more general finding is termed a corollary.[98]
more… Mathematics - Wikipedia