Category:Infinity

B

• Basic concepts in infinite set theory‎ (1 C, 12 P)

C

• Cardinal numbers‎ (1 C, 40 P)

I

• Infinite graphs‎ (13 P)

L

• Large cardinals‎ (54 P)

N

• Nonstandard analysis‎ (29 P)

P

• Paradoxes of infinity‎ (8 P)

S

• Supertasks‎ (6 P)

• Infinity

*

• Infinity (philosophy)

A

• Absolute Infinite
• Actual infinity
• Ad infinitum
• Aevum
• Aleph number
• Amorphous set
• Apeirogon

B

• Beth number
• Beyond Infinity (mathematics book)

C

• Cantor's diagonal argument
• Cardinality of the continuum
• Circular points at infinity
• Continuum (set theory)
• Continuum hypothesis
• Countable set

D

• De analysi per aequationes numero terminorum infinitas
• Directed infinity
• Division by infinity
• Division by zero

E

• Eternity
• Extended real number line

F

• Finitism

H

• Hilbert cube
• Hilbert's paradox of the Grand Hotel
• Heh (god)
• Hyperinteger
• Hyperplane at infinity
• Hyperreal number

I

• Ideal point
• Infinite monkey theorem
• Infinitesimal
• Infinitism
• Infinity plus one
• Infinity symbol
• Irresistible force paradox

L

• Law of continuity
• Levi-Civita field
• Line at infinity

M

• Infinity mirror

N

• Nonstandard analysis
• Nonstandard calculus

P

• Paradoxes of the Infinite
• Plane at infinity
• Playing with Infinity
• Point at infinity
• Projectively extended real line

S

• Semi-infinite
• Supernatural number
• Superreal number
• Surreal number

T

• Temporal finitism

U

• Ultrafinitism
• Uncountable set

W

• John Wallis
• Where Mathematics Comes From