The Intellectual Thread

I am a noted intellectual who carries on a voluminous correspondence with other noted intellectuals

Welcome, my well-read friends and correspondents

What intellectual stuff shall we talk about today

Hphhggphphhphhph bughuh

Yes, I am here also. An intellectual in The Intellectual Thread/.

Yes, I am here also. An intellectual in The Intellectual Thread/.

My apologies; it appears that I have made a typo.

Let K⊂S³ be an oriented knot or link, and F⊂S³ a connected oriented spanning surface for K. Let θ:H₁(F)⨯H₁→Z be the Seifert paring.

Two polynomials f(t),g(t)∈Z[t] are said to be balanced (written f≐g) if there is a non-negative integer n such that ±tⁿf(t)=g(t) or ±tⁿg(t)=f(t). This definition is also extended to rational functions. Thus t+1/t and t²+1 are balanced and we write t+1/t≐t²+1.

Let K, F, θ be as above. The Alexander polynomial A_K(t) is the balance class of the polynomial A_K(t) = D(θ-tθ'). (It follows from S-equivalence that this determinant is well-defined on isotopy classes of knots and links up to multiplication by factors of the form ±tⁿ)

sup my fellow intellectuals let us listen to some IDM together while laying face down on the floor

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Sorry, I thought this was The Unintelligible Thread.

what is this...this genius. You just told us the meaning of life and how to make a baked alaska at the same time and im crying

My lack of understanding for your mouth spaghetti is like, totally bogus, dude.

Dicks

Hmm, yes, quite. I do find it so, indubitably, wouldn't you agree? It is inevitable, at least, one should expect it to be so.

Yes, quite.

WAPAPAPAPAPABABBAB

Truly, this enigma is most intruiging. It's inconcievable! The nature of an enigma is quite incorrigble. A series of letters, unbenknownst to us, hide the true definition of life.

Also I can't spell.

ＤＩＮＧＵＳ

But what of the eternal soul of the dingus?

Good question, shall coverse with lord and saivor ???? on subject matter.

Piss