# ⎈ captn's log

## 21.07.2023 : What branches look like(PDF)

But this can be further simplified by making the denominators equal to 1.

## 21.07.2023 : What branches look like(PDF)

## 14.07.2023 : Special case of a special case (PDF)

General form of pair of polynomials with some conditions on their L sequence

## 30.06.2023 : Some examples (PDF)

As a step towards the proof of the hypothesis

## 22.06.2023 : Some notes

The L sequence could use a proof of independence on the choice of coordinates.

That would be useful for research about contribution of individual tangents to the int. mult.

## 16.06.2023 : The algorithm for calculation of the L sequence (PDF)

Algorithm is shortened, it doesn't do unnecessary steps anymore. As a result, the mathematical idea is not easily readible from it anymore. This algorithm calculates the L sequence for any pair of polynomials. It has been implemented in python for polynomials with rational coefficients.

## 05.01.2023 : Fixing the awkward proof of existence of the L sequence(PDF)

This is just an example written down. Perhaps I need to look at the whole thing more exact-sequence-y.

## 04.01.2023 : The web is on

once once again.