Series of books in mathematics:

Mbs1: All numbers we have and rules for operating them

Mbs2: All shapes we have and rule for operations

Mbs3: Matrices, Sets and Ideals

Mbs4: Principles and techiniques for Counting

Mbs5: Rules for Logic Operations

Mbs6: Principles for deduction and induction

Mbs7: Axioms for Existence and indirect proofs

Mbs8: Fundamental Theorem of Arithmetic

 

Mbs9: Theory of Equations

Mbs10: Theory of Inequalities

Mbs11: Linear Equations with 1 or more variables

Mbs12: Polynomial Equations with 1 or more variables

Mbs13: General Powers and their inverses

 

Mbs14: Sines and Cosines

Mbs15: Sequence and Series

Mbs16: Binomial Coefficients

Mbs17: Self-defined numbers

Mbs18: Function Expressions

Mbs19: Analytic Extensions

 

Mbs20: Functional Equations

Mbs21: Differential Equations

Mbs22: Random Variables and the Law of large numbers

Mbs23: Principles of Extrema, the Method of Variation

 

Mbs24: Various Geometric Spaces

Mbs25: Analytic Geometry

Mbs26: Transformations of shapes and Invariants

 

Mbs27: Algorithms and Coding theory

Mbs28: Group Theory, Field and Rings