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環詩賦聯≲𝑥^k▢,𝑥↤n,▢↤1:lim_k=1⇢∞ n^k[n^1,n^2,n^3...n^k,n^k+1...n^Ω,n^∞]≳
http://www.asyura2.com/21/bd63/msg/114.html
投稿者 巴元弥 日時 2021 年 8 月 05 日 00:05:24: DZNpVyqRWWM6s lGKMs5bt
 

TubularLyric§
≲Re/賦活/めmÕ≳#5


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n^k▢,n=2,▢↤i²:lim_k=1⇢∞ 2^ki²_k[2^i₁,4^i²₂,8^i²₃,16^i²₄,32^i²₅...2^Ωi²_Ω,2^∞i²_∞]
2^ki²_k−2^(k+1)i²_k+1=2^(k+1)i²_k+1⇔↭_k:lim_k=1⇢∞ ↭_k[▢₁↭₁▢₂↭₂▢₃↭₃▢₄...▢_Ω↭_Ω▢_∞↭_∞]
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2^i²:α↭ₘ2^i²↭ₘαnext,4^i²:α↭₁4^i²↭₁2i²↭ₘαnext,8^i²:α↭₂8^i²↭₂4^i²↭₁2^i²↭ₘαnext...
2^∞i²:α↭_∞,2^∞i²↭_Ω,2^Ωi²↭_Ω+i²...8^i²↭₂4^i²↭₁2i²↭ₘα_next, or
2^∞i²:α↭ₘ2^i²↭₁4^i²↭₂8^i²...↭_Ω+i²,2^Ωi²↭_Ω,2^∞i²↭_∞,α_next
2^ki²_k−2^(k+1)i²_k+1=2^(k+1)i²_k+1⇔↭_k:↭_Ω⇔↭_∞+i²⇔2^k∞i²_∞, ↭_∞⇔2^(k∞+1)i²_∞+1
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lim_k=1⇢∞ 2^ki²_k=2^i²[2^i²=1・2^i²₁2・4^i²₂,4・8^i²₃,8・16^i²₄,16・32^i²₅...2^ki²_k,2^ki²・2^(k+1)i²_k+1...2^Ω+i²・2^Ωi²Ω,2^Ωi²・2^∞i²_∞] :
lim_k=1⇢∞ ↭_k[▢₁↭₁▢₂↭₂▢₃↭₃▢₄...▢_Ω↭_Ω,▢_∞↭_∞]|↭_∞⇔2^(∞+1)i²_∞+1 ➝ 2^∞i²_∞・2^(∞+1)i²_∞+1
Iₘ|2^i²±i(Λ₀+lim_k=1→∞ Λ_k),iΛ₀≅i0 ➛ k↤k+i² ➝ 2^0i²₀=1,1・2^i²₁,2・4i²₂,4・8i²₃... ➝ 2^∞i²_∞・2^(∞+1)i²_∞+1 ↦ 2^Ωi²・2^∞i²_∞
2^0i²₀:α↭₀α_next ➛ α<↭_k lim_k=1⇢∞ 2^k+i²・2^ki²_k ↭_k<α_next|∀k∈↭_i[k>k_1+i²⟹↭_∞∉↭_i] ➝ ±next


∴ olympic∈athletes[Olympic>olympic⟹∞∉athletes] ➝ ± next
∵ ∀aク↭_i[>+i²⟹↭_∞∉↭_i] ➝ ±i∞
 

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