By Alexandru Buium

ISBN-10: 1482216019

ISBN-13: 9781482216011

Entrance disguise; Contents; Preface; advent; half 1. Pre-mathematical good judgment; bankruptcy 1. Languages; bankruptcy 2. Metalanguage; bankruptcy three. Syntax; bankruptcy four. Semantics; bankruptcy five. Tautologies; bankruptcy 6. Witnesses; bankruptcy 7. Theories; bankruptcy eight. Proofs; bankruptcy nine. Argot; bankruptcy 10. ideas; bankruptcy eleven. Examples; half 2. arithmetic; bankruptcy 12. ZFC; bankruptcy thirteen. units; bankruptcy 14. Maps; bankruptcy 15. Relations; bankruptcy sixteen. Operations; bankruptcy 17. Integers; bankruptcy 18. Induction; bankruptcy 19. Rationals; bankruptcy 20. Combinatorics; bankruptcy 21. Sequences; bankruptcy 22. Reals; bankruptcy 23. Topology.

Chapter 24. ImaginariesChapter 25. Residues; bankruptcy 26. p-adics; bankruptcy 27. teams; bankruptcy 28. Orders; bankruptcy 29. Vectors; bankruptcy 30. Matrices; bankruptcy 31. Determinants; bankruptcy 32. Polynomials; bankruptcy 33. Congruences; bankruptcy 34. strains; bankruptcy 35. Conics; bankruptcy 36. Cubics; bankruptcy 37. Limits; bankruptcy 38. sequence; bankruptcy 39. Trigonometry; bankruptcy forty. Integrality; bankruptcy forty-one. Reciprocity; bankruptcy forty two. Calculus; bankruptcy forty three. Metamodels; bankruptcy forty four. different types; bankruptcy forty five. Functors; bankruptcy forty six. ambitions; half three. Mathematical common sense; bankruptcy forty seven. versions; bankruptcy forty eight. Incompleteness.

Pre-Mathematical common sense Languages Metalanguage Syntax Semantics Tautologies Witnesses Theories Proofs Argot techniques Examples arithmetic ZFC units Maps relatives Operations Integers Induction Rationals Combinatorics Sequences Reals Topology Imaginaries Residues p-adics teams Orders Vectors Matrices Determinants Polynomials Congruences strains Conics Cubics Limits sequence Trigonometry Integrality Reciprocity Calculus Metamodels different types Functors pursuits Mathematical good judgment versions Incompleteness Bibliography Index.

Read more...

summary: entrance disguise; Contents; Preface; creation; half 1. Pre-mathematical good judgment; bankruptcy 1. Languages; bankruptcy 2. Metalanguage; bankruptcy three. Syntax; bankruptcy four. Semantics; bankruptcy five. Tautologies; bankruptcy 6. Witnesses; bankruptcy 7. Theories; bankruptcy eight. Proofs; bankruptcy nine. Argot; bankruptcy 10. ideas; bankruptcy eleven. Examples; half 2. arithmetic; bankruptcy 12. ZFC; bankruptcy thirteen. units; bankruptcy 14. Maps; bankruptcy 15. kinfolk; bankruptcy sixteen. Operations; bankruptcy 17. Integers; bankruptcy 18. Induction; bankruptcy 19. Rationals; bankruptcy 20. Combinatorics; bankruptcy 21. Sequences; bankruptcy 22. Reals; bankruptcy 23. Topology.

Chapter 24. ImaginariesChapter 25. Residues; bankruptcy 26. p-adics; bankruptcy 27. teams; bankruptcy 28. Orders; bankruptcy 29. Vectors; bankruptcy 30. Matrices; bankruptcy 31. Determinants; bankruptcy 32. Polynomials; bankruptcy 33. Congruences; bankruptcy 34. strains; bankruptcy 35. Conics; bankruptcy 36. Cubics; bankruptcy 37. Limits; bankruptcy 38. sequence; bankruptcy 39. Trigonometry; bankruptcy forty. Integrality; bankruptcy forty-one. Reciprocity; bankruptcy forty two. Calculus; bankruptcy forty three. Metamodels; bankruptcy forty four. different types; bankruptcy forty five. Functors; bankruptcy forty six. pursuits; half three. Mathematical common sense; bankruptcy forty seven. types; bankruptcy forty eight. Incompleteness.

Pre-Mathematical common sense Languages Metalanguage Syntax Semantics Tautologies Witnesses Theories Proofs Argot concepts Examples arithmetic ZFC units Maps family members Operations Integers Induction Rationals Combinatorics Sequences Reals Topology Imaginaries Residues p-adics teams Orders Vectors Matrices Determinants Polynomials Congruences strains Conics Cubics Limits sequence Trigonometry Integrality Reciprocity Calculus Metamodels different types Functors goals Mathematical common sense types Incompleteness Bibliography Index

Show description

Continue reading "Alexandru Buium's Mathematics : A Minimal Introduction PDF"