Open Problem Garden - Several ways to apply a (multivalued) multiargument function to a family of filters - Comments

The error was more severe (re: Several ways to apply a (multivalued) multiargument function to a family of filters)

porton — Wed, 15 Jan 2020 05:13:15 +0100

The first item of the problem was entirely wrong. I removed it.

-- Victor Porton - http://www.mathematics21.org

There was an error in the problem statement (re: Several ways to apply a (multivalued) multiargument function to a family of filters)

porton — Wed, 15 Jan 2020 04:57:22 +0100

I did an error in the problem statement (corrected). We need to consider the upgraded staroid, not just staroid.

-- Victor Porton - http://www.mathematics21.org

Several ways to apply a (multivalued) multiargument function to a family of filters

porton — Tue, 24 Dec 2019 18:33:58 +0100

Author(s): Porton

Subject: Topology

Problem Let be an indexed family of filters on sets. Which of the below items are always pairwise equal?

1. The funcoid corresponding to this function (considered as a single argument function on indexed families) applied to the reloidal product of filters .

2. The funcoid corresponding to this function (considered as a single argument function on indexed families) applied to the starred reloidal product of filters .

3. .