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Large Numbers
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1.1
1.1.1 - Introduction
1.1.2 - Number Sense
1.1.3 - A Definition of The Counting Numbers
1.1.4 - Jacob's Ladder: A Journey towards the infinite
experience
highest
large_numbers
new_intro
numbers_without_name
1.2
1.2.1 - Introduction
1.2.2 - Carving The Notch: Dawn of Mathematics
1.2.2 - Denominational Systems
1.2.3 - Early Numeration
1.2.2.a - Direct Representation
1.2.4 - The Mayan Numerals
1.2.5 - Naming the Numerals
1.2.6 - Counting to a thousand in 14 different languages
1.2.4.a - Urdu Numbers
1.2.7 - Unique names for the first 1099 Counting Numbers
1.2.5a.a - Pronouncation Guide
chapter_outline
decimal
nouns_to_tallies
The Attic Numerals
The Egyptian Numerals
The Isopsephic Numerals
1.5
1.5.1 - Introduction to the Number Catalogs
1.5.2 - The Small Primes
1.5.3 - Arithmetic Catalog
1.5.4 - Number Survey
1.5.5 - Summary & Conclusion
NP_1.5.a - Numerology
2.1
2.1.1 - Introduction
2.1.2 - A Primer on Scientific Notation
2.1.3 - Scales of the Macrocosm
2.1.4 - Scales of the Microcosm
2.1.5 - Everyday Large Numbers for a Modern World
2.1.6 - Larger Numbers in Science
2.1.7 - Largest Numbers Theoretically Possible
2.1.8 - Large Numbers in Probability
2.1.9 - Number Ranges
2.2
2.2.1 - Origins & Development of SI
2.2.2 - Modern Standard SI
2.2.3 - Non-Canonical SI Prefixes
2.2.4 - Sbiis Saibian's Extended Prefixes (2009)
emps
seps
2.3
2.3.2 - Imagining Big Numbers
large_primes
P12_2.3.1 - Archimedes
P12_2.3.a - Wheat & Chessboard
Skewes' Numbers
2.4
2-4-6.5 : Donald Knuth's illion Scheme
2.4.1 - Introduction: What is an illion Series?
2.4.2 - Origin of the -illion Series
2.4.3 - Zillions, Bazillions, Gazillions, ...
2.4.4 - Saibian's old style -illions
2.4.5 - Prof. Henkles million illions
2.4.6 - Conway & Guy's Latin based -illions
2.4.7 - Russ Rowlett's Greek Based -illions
2.4.8 - Bowers' -illions
P12_2-4-10 : Sbiis Saibian's -illions
P12_2-4-9 : Foundalis Numbers
P12_2-4-B - Tetronomical System
3.1
3-1-1_SetN
3-1-2
3-1-3_BasicFunctions
3.1.1 - A New Paradigm
3.1.2
3.1.2 - functions
3.1.3 - single-variable
3.1.4 - multi-variable
3.1.6 - primitive_recursion
3.1.7 - diagonal_method
new_functions
3.2
3.2.1
3.2.12 - Greater_than_Graham
3.2.2
3.2.5 - Mega
mega_storage
3.2.8 - Andre Joyce
3.2.9 - graham
Ascending With Up Arrows
conway
megiston
P12_weak
triton_megiston_moser
3.3
3.3.1_towers
Analysis_Hyper-E
asymptotics
large_factorials
P12_lapl
Theoretical Asymptotics
4.1
4.1.1 - bowers
4.1.2 - Extended_Operators
googology
test
4.2
fgh_ack
fgh_c
FGH_e0
fgh_gamma0
FGH_w
FGH_w^w
intro
4.3
4.3.1 - Foray
hyper-e_versus_beaf
Hyper-E_versus_FGH
xhyper-e_versus_fgh
4.3.10 - xec_numbers4
4.3.11 - xec_numbers5
4.3.2 - Hyper-E Numbers
root_chart
4.3.3 - Extended Hyper-E Numbers
4.3.4 - Cascading-E Notation
4.3.5 - Cascading-E Numbers
4.3.6 - Extended Cascading-E Notation
aarex1
aarex2
Strength-FGH
4.3.7 - xec_numbers
4.3.8 - xec_numbers2
4.3.9 - xec_numbers3
APPENDIX
A
Infinite_Numbers
infinite_numbers_infinitely
ordinal
small_numbers
ULNL
1
2
2^276,709
2^65536
48
6^6^6
7^2^999,997
blasphemorgulminexiplex
bowerism_checklist
content_tracker
E3-100-99
Folkman's_Number
g_64
googol-bang
introduction
KPN19
KPN20
KPN21
KPN22
KPN23
KPN24
KPN25
KPN26
KPN27
KPN28
KPN29
KPN30
KPN31
M110503
M11213
M132049
M19937
M216091
M21701
M23209
M44497
M86243
M9689
M9941
mega
megafugagoogolplex
Hyper-1 Calculations
ULNL2
ULNL3
APPENDIX F - THE DECIMICE
B
jb2002_archive
array_notation
existence_of_god
illions
Infinity_Scrapers
Infinity_Scrapers2
polyhedron_names_1-2
polyhedron_names_3-4
polyhedron_names_5-6
polyhedron_names_7
polytwisters
uniform_polychora
bitruncates
ico_regiment
idcossids
miscellaneous
news
polychoron_categories
regulars
triangular_rectates
truncates
20a
20b
20c
20d
C
D
E
easter
fastestfunctionperiod
Graham's Number
mathematiciansunveillargestknowninteger
ExE-numbers
ExE_Numbers2
googology_wiki_exe_no
Links_page
timeline
xec_numbers
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A1-2 : Notes on Future Development
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