## Funcoid corresponding to reloid through lattice Gamma

Conjecture For every funcoid and filter , : ; .

## Conjecture: Restricting a reloid to Gamma before converting it into a funcoid

Conjecture for every reloid .

## A new conjecture about relationships of funcoids and reloids

Conjecture for every funcoid . (I use notation from this note and this draft article.)

## Funcoids as filters and composition

I have recently proved that there is an order isomorphism between funcoids and filters on the lattice of finite unions

## Two new theorems about complete reloids

I have just proven the following two new theorems: Theorem Composition of complete reloids is complete. Theorem if and are

## Another (easy) new theorem

I’ve proved this conjecture (not a long standing conjecture, it took just one day to solve it) and found a

## A proposition about complete funcoids and reloids

In this recent blog post I have formulated the conjecture: Conjecture A funcoid is complete iff for a complete reloid

## Correction on the recent theorems

About new theorems in in this my blog post: I’ve simplified this theorem: Theorem A reloid is complete iff .