Page Index - JulTob/Mathematics GitHub Wiki
550 page(s) in this GitHub Wiki:
- Home
- 🧮 Mathematics
- 🌟 What is 𝑀𝑎𝑡ℎ𝑒𝑚𝑎𝑡𝑖𝑐𝑠?
- 🌟 Mathematics is both $\color{#0db}Discovery$ and $\color{#0cc}Invention$
- Fundamentals: The Essence of Mathematical Thinking
- 💡 Problem Solving & Logical Thinking
- 🪙 Numbers & Notation
- 🧰 Sets & Structures
- ⚖️ Algebra
- 🪽 The Music of Mathematics
- 0 🏗 Foundations of Mathematics
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- 0.1 🛠️ Problem Solving
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- 0.3. 👩🏻🏫 Mathematical Language
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- 0.4. Critical Thinking
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- 0.5. Proofs
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- 0.6 Symbols
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- 1. Arithmetics?
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- 1.0 Sets
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- 1.01. Set Theory
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- 1.1. Elemental Operations
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- 1.2. ✌🏼 Number bases
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- 1.3. Number Notation
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- 1.4 Absolute Value
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- 1.5. Fundamental principle of counting
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- 1.A. Real Numbers
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- 1.B. Intervals
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- 1.B. Intervals (Coded)
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- 1.C. Bounds
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- 1.D Inequalities
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- 1.Z. Zero
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- 21. Fractions
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- 211. 🌖 Divisibility & Fractions arithmetics
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- 2114 Exponents
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- 2115 Logarithms
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- 2116. Choose
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- 22. Numbers
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- 221. Natural Numbers
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- 222. Integers
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- 223. Rational Numbers
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- 2231. Irrational Numbers
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- 225. Complex Numbers
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- 226. Prime Numbers
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- 26. Tables and Ratios
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- 2e. Número de Euler
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- 2x. Ejercicios
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- 2φ. Fibonacci: Número Phi φ
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- 3. 📐 Geometry
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- 3.0. 🍏 Pre‐Algebra
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- 31. Circles and Angles
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- 32. 📕 Triangles
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- 321. Pythagora's Theorem
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- 33. 💠 Polygons
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- 35. 🎱 Three Dimensional Polyhedra
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- 36. 🖥️ Cartesian Plane
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- 37. 🎥 Translations and Homothety
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- 38. Trigonometry
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- 4. Algebra
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- 4.1 Topology of ℝ
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- 4.1. Equations
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- 4.2. Systems of Equations
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- 40 🔠 Linear Algebra
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- 40Alg. Algebra
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- 40X1 Excercises
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- 40X2 Excercise
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- 41. Algebraic Formulas
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- 42. Vectors
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- 43. Vector Spaces
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- 441. Algebraic Geometry
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- 441. Euclidean Spaces
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- 442. LINEAR COMBINATIONS AND GENERATORS
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- 443. Basis and Dimension
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- 444. Linear Transformations
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- 446. Vector Fields
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- 447. Vector Forms
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- 45. Polynomials
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- 46. Isomorfismos
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- 46. Isomorphisms
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- 4A. Abstract Algebra
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- 4A. Estructuras algebraicas
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- 4A. Operaciones Algebraicas
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- 4A1. Abstract Algebra: Rings and fields
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- 4A2. Fields & Polynomials over Finite Fields
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- 4A3. Galois Theory & Symmetries of Numbers
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- 4A4. 🤖 Case Study: Boolean Algebra
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- 4AG. Groups
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- 4V. Vectores
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- 4V.Cl. Coordenadas Cilindricas
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- 4V.S. Vector Spaces
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- 4X Exercises
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- 5. Sequences & Patterns
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- 6. Calculus
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- 6. Relations
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- 6. 💉 Functions
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- 6.0 Function (Notes)
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- 61. Límites
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- 650. Rational Functions
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- 6501. Linear Straight lines
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- 6502. Valor Absoluto
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- 6503. Valor Medio de una Función
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- 6504. Factorial y Coeficiente binomial
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- 6506. Exponentes
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- 6507. Logaritmos
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- 6508. Bases
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- 651. Relaciones
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- 651. Sucesiones
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- 651. 📈 Plotting Functions
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- 652. Line
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- 653. Absolute Value & Distance
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- 6531 Límites de funciones
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- 6531. Sandwich
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- 6532 L'Hopital
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- 6533. Crecimiento Natural
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- 6534. Inclinación Slopes
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- 653X Ejercicio
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- 654. 🔘 Circles & Conic Sections
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- 655. Funciones Continuas
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- 6551. Asímptotas
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- 656. Funciones Compuestas
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- 656. Funciones continuas
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- 657. Funciones derivables
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- 657. Symetry
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- 658. Funciones derivables en intervalos
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- 658. Maximum and Minimum
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- 658. Rate of change
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- 659. Function Transformation
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- 659. Tma. de Taylor
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- 65A. Límites superior e inferior de sucesiones ℝ
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- 65B. Function Parity
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- 65C. Function Algebra
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- 65D. One to One Functions and Inverse functions
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- 65E. Function Modeling
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- 65F. Terminal behaviour
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- 65FC. Funciones Complejas
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- 65G. Aplicaciones Afines y Subespacios
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- 65Lg. Logistic Function
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- 65p. Function Properties
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- 65X. Ejercicios
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- 69. Integrales
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- 6D. Derivadas
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- 6D1. Propiedades de las derivadas
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- 6D2. Extremos de funciones
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- 6D3. Derivadas Parciales
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- 6dv. Divisibilidad
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- 6E. Jacobians
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- 6I. Cálculo Integral
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- 6I.X Excercises
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- 6I0 Propiedades de la Integral
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- 6I1. Integral de función Escalonada
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- 6R. Relación entre Integración y derivación
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- 6S. Series
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- 6SB. Series en ℝ
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- 6Si. Series infinitas
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- 7 Logic, the art of Reasoning
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- 7. Statistics
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- 7.2. Descriptive Statistics
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- 7.2. Logical Predicates
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- 7.3. Categorical Logic
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- 7.St. Statistics
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- 7.St.1 Statistical features
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- 7.x Excercises
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- 71. Variables & Experiments
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- 711. Uniform Random Variable
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- 7116. Bit Logic
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- 7117. Logic Programming.
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- 712. Bernoulli Random Variable
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- 713. Binomial Random Variable
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- 714. Geometric Random Variable
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- 714. Propositional Logic
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- 715. Poisson Random Variable
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- 72. Data: Range, Mean, Median, Mode
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- 72. Medias
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- 7A Calculo De Probabilidades
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- 7M. Markov Chains
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- 8 Discrete Mathematics
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- 81. Combinatorics
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- 82. Graph Theory
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- 83. Diagrams
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- 9. Algorithms Algoritmia
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- 9A1. Solving by Algorithms
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- 9Pi. Calculating Pi
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- A. Matrix
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- A.0 Basic Matrix Operations
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- A.0. Matrix Properties
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- A.1. Matrix Systems of Linear Equations
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- A.2. Inverse Matrices
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- A.2. Determinant of a Matrix
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- A.4. Matrices of Linear Systems
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- A.5. Gauss Method
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- A.6. Triangular Matrices & Echelon
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- A.7. Matrix's Eigenvalues
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- A.8. Matrix Multiplicity
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- A1. Number Th.
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- a12. Strings
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- A4. Field Extensions: The complex Numbers
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- Alg.Q. Quadratic Parabola
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- B0. Multivariable Calculus: Paths and Curves
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- B1. Multivariable Calculus: Differentiation
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- Cc.x Circuits exercise
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- Ch. Chaos Theory
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- EA. Espacios Afines
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- ED. Ejercicios
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- ED. Eq. Diferenciales
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- F. Matemáticas Financieras
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- G.R. Rings
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- GA. Grupos Abelianos
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- GM. Geometrías Lineales
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- GM.1. Normalización
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- GM.2. Sistema de Referencia Euclidiano
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- GM.A. Isometrías y Movimiento
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- H. Applied Maths
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- I. Inducción
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- I. Information Theory
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- K. Contabilidad
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- L. Linguistics
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- LS. Linear systems
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- M. Maps
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- M. Measurement theory
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- M. Modular Arithmetics
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- O. Optimization
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- OR Operational Research
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- OR.1 Modelization
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- OR.11 Methodology
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- OR.A1 Simplex Algorithm
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- OR.A2 Simplex Algorithm: Practical cases
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- P. Progresiones
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- PE. Procesos Estocásticos
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- PL. Programación Lineal & Optimización
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- PL.1 Modelos de Programación Lineal y Simplex
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- PL.2 Dualidad
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- PL.ILP Integer Linear Programming
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- PR. Percent Rate of Change
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- Pr. Probability Cálculus
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- R. Rings Anillos
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- S.1. ∑ n
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- S.2. ∑Impares = n²
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- Sq. Sequences
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- Sq.F. Fibonacci Sequence
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- TS. Traveling Salesman
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- V Vector Calculus
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- Z. Fuzzy Logic
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- Z. Fuzzy Maths
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- z.n. Fuzzy Numbers
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- 𝐹. 𝐹ℴ𝓊𝓇𝒾ℯ𝓇 𝘈𝘯𝘢𝘭𝘺𝘴𝘪𝘴 Analisis de Fourier
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- 𝓗. History
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- 𝓗.A. Abacus
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- 𝓗.A. Aristoteles
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- 𝓗.Ada. Ada Lovelace
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- 𝓗.B George Boole
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- 𝓗.dF Pierre De Fermat
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- 𝓗.dM De Morgan
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- 𝓗.EG EVARISTE GALOIS
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- 𝓗.Egpt. Egiptian numeric system
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- 𝓗.F. Richard Feynman
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- 𝓗.GC Gerolamo Cardano
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- 𝓗.H Hypatia
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- 𝓗.LE Leonard Euler
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- 𝓗.R. Srinivasa Ramanujan
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- 𝓗.RD. René Descartes
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- 𝓗.T. Alan Turing
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- 𝜑. Física Matemática
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- 𝜑. Physics
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- 𝜑.R2 Square Radius Law
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- 𝜑.W. Fisics: Waves
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- 𝜑.🧪. Chemistry
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- 𝜑𝖤. Electricity
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- 📊. Plots & Diagrams
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- 📗. ⠀ Grado UNED
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- 📗.1. 📗 LENGUAJE MATEMÁTICO, CONJUNTOS Y NÚMEROS
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- 📗.2. 🧩 MATEMÁTICA DISCRETA
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- 📗.5.i 🍎 FUNCIONES DE UNA VARIABLE i
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- 📗.5.ii Funciones de una variable 2
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- 📗.5.X Examen
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- 📗.6. 🔱 Funciones de Varias Variables
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- 📗.7. 🎲 ESTADÍSTICA BÁSICA
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- 📗.7.1 🎲 Calculo De Probabilidades
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- 📗.8. ⚛️ Física
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- 📗.9. 🔠 Álgebra Lineal
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- 📗.A. 🔠 Estructuras Algebraicas
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- 📗.TFG. Trabajo Fin de Grado
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- 🖥️. LaTeX
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