## Another conjecture about reloids and funcoids ★★

Author(s): Porton

**Definition**for reloid .

**Conjecture**for every funcoid .

Note: it is known that (see below mentioned online article).

Keywords:

## One-way functions exist ★★★★

Author(s):

**Conjecture**One-way functions exist.

Keywords: one way function

## Funcoid corresponding to reloid through lattice Gamma ★★

Author(s): Porton

**Conjecture**For every reloid and , :

- \item ; \item .

It's proved by me in this online article.

Keywords: funcoid corresponding to reloid

## Restricting a reloid to lattice Gamma before converting it into a funcoid ★★

Author(s): Porton

**Conjecture**for every reloid .

Keywords: funcoid corresponding to reloid; funcoids; reloids

## Inner reloid through the lattice Gamma ★★

Author(s): Porton

**Conjecture**for every funcoid .

Counter-example: for the funcoid is proved in this online article.

Keywords: filters; funcoids; inner reloid; reloids