y=a'xn+b'xn-1…+z' x=ͷ1,ͷ2…ͷn T.theodor 2023.1.31.

αPβ,γCΔ≠f(x) T.theodor 2023.1.30.

n=α β<2/3√α limS= T.theodor 2023.1.30.

y=f'(x) m

y=f(x) n≧3 α=transcendental number T.theodor 2023.1.30.

ignis ハ、C 2nH 2n+k 也。 T.theodor 2023.1.29.

materia ハ、ἄτομος 等最小単位之幅ハ無ク、性質ヲ失ハズ。 T.theodor 2023.1.29.

materia ハ、ἄτομος 等最小単位之幅ハ無ク、性質ヲ失ハズ。 T.theodor 2023.1.29.

A,B,C… n=2 C,D…ハ、投票セズ、X≧1/ε n≧3 C',D'…ハ、投票セズ、X'≧1/ε' T.theodor 2023.1.28.

A,B,C… n=2 C,D…ハ、投票セズ、X≧1/ε n≧3 C',D'…ハ、投票セズ、X'≧1/ε' T.theodor 2023.1.28.

rā is1461period. T.theodor 2023.1.28.

y=a'xβ√α+b'xβ√α−1+c'xβ√α−2…+ z' T.theodor 2023.1.28.

10α

Paradoxe de l'interrogation surprise Un professeur annonce à ses élèves : « Il y aura une interrogation surprise la semaine prochaine. » Précisons les termes. Il faut comprendre trois choses : 1.Une interrogation aura lieu durant un cours …

α<α'<α''…<αγ<1/10Δ β>β'>β''…>βε<1/10Δ or=√αγ+β2 T.theodor 2023.1.26.

1 : kn T.theodor 2023.1.26.

Oculus ハ、屈折像ヲ視テオリ、360°ニヨリ安定ス。 T.theodor 2023.1.26.

limf(x):△oΔxΔy=n+1:2 (x→0) T.theodor 2023.1.25.

Problem of universals of Platon Should the properties an object has in common with other objects, such as color and shape, be considered to exist beyond those objects? And if a property exists separately from objects, what is the nature of…

Principle of individuation τὰ μετὰ τὰ φυσικά [1034α] [1] ὥστε φανερὸν ὅτι οὐθὲν δεῖ ὡς παράδειγμα εἶδος κατασκευάζειν (μάλιστα γὰρ ἂν ἐν τούτοις ἐπεζητοῦντο : οὐσίαι γὰρ αἱ μάλιστα αὗται) ἀλλὰ ἱκανὸν τὸ γεννῶν ποιῆσαι [5] καὶ τοῦ εἴδους αἴ…

Münchhausen trilemma ・The circular argument, in which the proof of some proposition presupposes the truth of that very proposition. ・The regressive argument, in which each proof requires a further proof, ad infinitum. ・The dogmatic argu…

Gettier problem A subject S knows that a proposition P is true if and only if: 1.P is true. 2.S believes that P is true. 3.S is justified in believing that P is true. Μένων whether virtue is taught acquired by practice or comes by nature Θ…

V>πf(x)2 kr>π V<πf(x)2 kr<π T.theodor 2023.1.24.

limΣ 1/p√p = (p→ ) T.theodor 2023.1.24.

volume ハ、temperātūra ガ 1c° 上昇スレバ、指数倍 ニナリ、pressiō ハ、無関係。 T.theodor 2023.1.24.

fūmus ハ、落下ス。 T.theodor 2023.1.23.

f(x)=a'xn+b'xn-1…+z' Δy/Δx=f'(x) min(α',β')>0 min(α,β)>0 T.theodor 2023.1.23.

Molyneux's problem tactile sensation 時ニ於イテ、visual sensation ト分離スレバ、識別セラレ、visual sensation ト非分離ナレバ、識別ス可カラ ズ。 T.theodor 2023.1.22.

Molyneux's problem tactile sensation 時ニ於イテ、visual sensation ト分離スレバ、識別セラレ、visual sensation ト非分離ナレバ、識別ス可カラ ズ。 T.theodor 2023.1.22.

φυσικά ハ、物質、視覚、視点、説明、有リ、μετὰ τὰ φυσικά ハ、イメージ、言葉、説明、視点、視覚、有 リ、 T.theodor 2023.1.22.