MindMap Gallery history of mathematics
The compiled history of mathematics, the content has been proofread, is true and effective, and is full of useful information. Interested friends can refer to it!
Edited at 2024-02-18 21:49:20Avatar 3 centers on the Sully family, showcasing the internal rift caused by the sacrifice of their eldest son, and their alliance with other tribes on Pandora against the external conflict of the Ashbringers, who adhere to the philosophy of fire and are allied with humans. It explores the grand themes of family, faith, and survival.
This article discusses the Easter eggs and homages in Zootopia 2 that you may have discovered. The main content includes: character and archetype Easter eggs, cinematic universe crossover Easter eggs, animal ecology and behavior references, symbol and metaphor Easter eggs, social satire and brand allusions, and emotional storylines and sequel foreshadowing.
[Zootopia Character Relationship Chart] The idealistic rabbit police officer Judy and the cynical fox conman Nick form a charmingly contrasting duo, rising from street hustlers to become Zootopia police officers!
Avatar 3 centers on the Sully family, showcasing the internal rift caused by the sacrifice of their eldest son, and their alliance with other tribes on Pandora against the external conflict of the Ashbringers, who adhere to the philosophy of fire and are allied with humans. It explores the grand themes of family, faith, and survival.
This article discusses the Easter eggs and homages in Zootopia 2 that you may have discovered. The main content includes: character and archetype Easter eggs, cinematic universe crossover Easter eggs, animal ecology and behavior references, symbol and metaphor Easter eggs, social satire and brand allusions, and emotional storylines and sequel foreshadowing.
[Zootopia Character Relationship Chart] The idealistic rabbit police officer Judy and the cynical fox conman Nick form a charmingly contrasting duo, rising from street hustlers to become Zootopia police officers!
history of mathematics
origins of mathematics
The development of mathematics in ancient civilizations such as ancient Egypt, Babylonia, India, and China
Ancient Egyptian Mathematical Achievements
Geometry, arithmetic, algebra
Pythagorean theorem and pi in geometry
Babylonian mathematical achievements
sexagesimal, algebra, geometry
Systems of linear equations and quadratic equations in algebra
India’s Mathematics Achievements
Numbers, algebra, geometry
Zero, decimal, negative numbers in numbers
China’s mathematical achievements
Arithmetic, Algebra, Geometry
Four arithmetic operations, fractions, and negative numbers in arithmetic
greek mathematics
Mathematics contributions from Pythagoreans, Platos, Aristotle and other schools
Pythagoreans’ mathematical contributions
Number theory, geometry, music
Prime numbers, irrational numbers, and golden section in number theory
Plato's mathematical contributions
Geometry, arithmetic, algebra
Geometric axioms and proofs in geometry
Aristotelian mathematical contributions
logic, philosophy, science
Syllogism, induction and deduction in logic
medieval mathematics
The Development of Islamic Mathematics and European Mathematics
Contributions to Islamic Mathematics
Algebra, Geometry, Trigonometry
Algebraic equations and quadratic equations in algebra
Contributions to European Mathematics
Algebra, Geometry, Trigonometry
Algebraic equations and quadratic equations in algebra
renaissance mathematics
The development of mathematics in Italy, France, Germany and other countries
Italian mathematical contributions
Algebra, Geometry, Trigonometry
Algebraic equations and quadratic equations in algebra
French mathematical contributions
Algebra, Geometry, Trigonometry
Algebraic equations and quadratic equations in algebra
Germany's mathematical contributions
Algebra, Geometry, Trigonometry
Algebraic equations and quadratic equations in algebra
Mathematics in the 17th Century
The mathematical contributions of Descartes, Fermat, Newton and other mathematicians
Descartes' mathematical contributions
Analytical geometry, calculus
Coordinate systems in analytic geometry, analytic geometry methods
Fermat's mathematical contributions
Number theory, probability theory, calculus
Fermat’s Little Theorem and Fermat’s Last Theorem in number theory
Newton's mathematical contributions
Calculus, Mechanics, Optics
Differentials, integrals, and differential equations in calculus
Mathematics in the 18th Century
The mathematical contributions of Euler, Lagrange, Laplace and other mathematicians
Euler's mathematical contributions
Number theory, algebra, geometry
Euler's function and Euler's theorem in number theory
Lagrange's mathematical contributions
Calculus, Mechanics, Mathematical Analysis
Lagrange's mean value theorem and Lagrange's multiplier method in calculus
Laplace's mathematical contributions
Probability theory, celestial mechanics, mathematical physics
Laplace transform and Laplace equation in probability theory
Mathematics in the 19th Century
The mathematical contributions of mathematicians such as Gauss, Cauchy, and Riemann
Gauss's mathematical contributions
Number theory, algebra, geometry
Gaussian sum and Gaussian prime numbers in number theory
Cauchy's mathematical contributions
Calculus, function theory, mathematical analysis
Cauchy's mean value theorem and Cauchy's integral formula in calculus
Riemann's mathematical contributions
Differential geometry, complex analysis, mathematical physics
Riemannian geometry and Riemannian surfaces in differential geometry
Mathematics in the 20th Century
The mathematical contributions of mathematicians such as Hilbert, Poincaré, and Gödel
Hilbert's mathematical contributions
Number theory, algebra, geometry
Hilbert space and Hilbert matrix in number theory
Poincaré's mathematical contributions
Topology, dynamical systems, mathematical physics
Poincaré conjecture and Poincaré group in topology
Gödel's mathematical contributions
Logic, basic mathematics, computer science
Gödel's incompleteness theorem and Gödel's coding in logic;]