## Search found 24 matches

Thu Feb 22, 2018 8:34 pm UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

H((0,4,((0,2,0),2,3)),2)

Spoiler:
fω2+5(3)
Thu Feb 22, 2018 5:17 pm UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

H((0,4,((0,2,0),2,2)),2)

Spoiler:
fω2+3(3)
Thu Feb 22, 2018 2:16 pm UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

H((0,4,(((0,2,0),1,1),1,1)),10100)

Spoiler:
fω2+2(10100)
Wed Feb 21, 2018 4:15 pm UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

H((0,4,(((0,2,0),1,1),1,1)),3)

Spoiler:
fω2+2(4)
Wed Feb 21, 2018 4:13 pm UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

TREE(Σ(fω(g10100)))

Wimps.

Rules are:

Don't go too fast (judged by me) and no uncomputables/infinites/undefineds.

In other words your submission is largely invalid.
Wed Feb 21, 2018 2:34 pm UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

H((0,4,((0,2,0),1,1)),5)

Spoiler:
fω2+1(7)
Wed Feb 21, 2018 12:34 pm UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

H((0,4,(0,2,0)),0)

Spoiler:
fω2(fω2(5))
Wed Feb 21, 2018 2:46 am UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

H(((0,4,((0,1,1),1,1)),3,2),0)

Spoiler:
~ fω+2(fω+2(6))
Mon Feb 19, 2018 8:52 pm UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

H(((0,4,((0,1,1),1,1),2,(0,5,2))),25)

Spoiler:
fω+2(fω(50))
Mon Feb 19, 2018 2:10 pm UTC
Forum: General
Topic: Easy Posting In Zero Count Forums
Replies: 820
Views: 319915

### Re: Easy Posting In Zero Count Forums

5 is a strange number.
Mon Feb 19, 2018 2:10 pm UTC
Forum: General
Topic: Easy Posting In Zero Count Forums
Replies: 820
Views: 319915

### Re: Easy Posting In Zero Count Forums

2^^^^^^^^^^^^^^^^^2-th post in Knuth's up-arrow notation.
Mon Feb 19, 2018 2:09 pm UTC
Forum: General
Topic: Easy Posting In Zero Count Forums
Replies: 820
Views: 319915

### Re: Easy Posting In Zero Count Forums

((First prime)th prime)th post
Mon Feb 19, 2018 2:08 pm UTC
Forum: General
Topic: Easy Posting In Zero Count Forums
Replies: 820
Views: 319915

### Re: Easy Posting In Zero Count Forums

2/5 posts
Mon Feb 19, 2018 2:07 pm UTC
Forum: General
Topic: Easy Posting In Zero Count Forums
Replies: 820
Views: 319915

### Re: Easy Posting In Zero Count Forums

Posting
Mon Feb 19, 2018 2:06 pm UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

H((0,4,((0,1,1),1,1)),100)

Spoiler:
~ fω+2(200)
Mon Feb 19, 2018 1:22 am UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

Either being the case, your number is a tad larger than you claim. Approximating [a][b[_]]10 as fω+2(a) tells us so.
Mon Feb 19, 2018 1:20 am UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

... like [a][b[_]]10 is about Hωω+1b+ωωa(10)...

To me it looks like [a][b[_]]10 ~ Hωω+1a+ωωb(10), certainly we agree the b gets used up before the a does?
Sun Feb 18, 2018 3:57 pm UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

H((0,3,((0,1,1),1,1)),3)

Spoiler:
~ fω+2(3) ~ gg[sub]g[sub]3[/sub][/sub]
Sun Feb 18, 2018 3:55 pm UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

To be clear, [2][0[_]]3 = [1][3[_]]4?
Wed Feb 14, 2018 12:08 pm UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

No, it's actually that my notation is slightly jumpy at some values.

H((0,3,(0,1,1)),15)

Spoiler:
~ fω+1(32) ~ g32
Tue Feb 13, 2018 9:50 pm UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

H((0,3,(0,1,1)),1)

Spoiler:
≈ fω+1(4) ≈ g4
Tue Feb 13, 2018 11:51 am UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

My number is H((0,4,1),33)

Spoiler:
~ 34↑³²34
Sun Feb 11, 2018 5:46 pm UTC
Forum: Forum Games
Topic: A new my number is bigger
Replies: 137
Views: 10643

### Re: A new my number is bigger

Let (a,b,c) be an ordered triplet. Define T as follows: T(0) = {0} T(n+1) = {0,...,n+1} ∪ {(a,b,c) : a,b,c ∈ T(n)} T = ⋃T(n), n ∈ N the set of naturals Let H : TxN → N and R : TxN → T be recursive functions defined as follows: H(1,n) = n H(a,n) = H(R(a,n),n+1), a ≠ 1 R(0,n) = n R(k,n) = k-1, k ∈ N-{...
Sat Feb 10, 2018 2:42 pm UTC
Forum: Forum Games
Topic: My number is bigger!
Replies: 1590
Views: 428919

### Re: My number is bigger!

Let capital letters denote sets of ordinals, and greek letters denote ordinals. I define the following recursively defined set: D(α,φ) = {0} ∪ {γ+δ, ω^γ, ω_δ, ξ(π,η) | ζ ∈ φ ∧ γ, δ, π, η ∈ D(α,ζ) ∧ η ∈ α} ∪ {sup B | ζ ∈ φ ∧ B ⊂ D(α,ζ)} And the following recursively defined function: ξ(π,0) = sup D(0...