Combinatorial set theory and pcf

Project Details

Description

This research proposal deals with a branch of modern set theory by the name of ”pcf theory”. This theory was developed to overcome the indepen- dence phenomenon in infinite cardinal arithmetic and enables those who master it to obtain equalities and inequalites between various infinite cardinals. The proposal deals with developing the next stage of pcf theory and not less im- portantly, to prepare texts which will make this theory accessible to young set theorists.

StatusFinished
Effective start/end date1/09/2028/02/21

Funding

  • United States-Israel Binational Science Foundation (BSF)

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