Kabbalistic reading in harav Yehuda L(acute}e on Ashk(acute}enazi (manitou)'s historiosophic teachings.

By forcing over a model of with a class-sized partial order preserving this theory we produce a model in which there is a locally defined well-order of the universe; that is, one whose restriction to all levels H is a well-order of H definable over the structure H, by a parameter-free formula. Further, this forcing construction preserves all supercompact cardinals as well as all instances of regular local supercompactness. It is also possible to define variants of this construction which, in (...) addition to forcing a locally defined well-order of the universe, preserve many of the n-huge cardinals from the ground model. (shrink)

Assuming ${2^{{N_0}}}$ = N₁ and ${2^{{N_1}}}$ = N₂, we build a partial order that forces the existence of a well-order of H(ω₂) lightface definable over ⟨H(ω₂), Є⟩ and that preserves cardinal exponentiation and cofinalities.

-- -- ḥeleḳ 3. Midot ṿe-hanhagot. Shut ha-minhag ka-halakhah.

[1] Peraḳim 1-2 -- [2] Peraḳim 3-4 -- [3] Peraḳim 5-6 -- ḥeleḳ 5. ʻArukh lefi parasiyot ha-shavuʻa.

ḥeleḳ 1. Be-Sefer ha-Zohar ha-ḳadosh ṿe-Tiḳune ha-Zohar, hashmaṭot ha-Zohar, Zohar ḥadash, Sefer ha-Bahir --.