# On a solution of the biodiversity paradox and a competitive coexistence principle

**Authors:** Lev V. Kalmykov, Vyacheslav L. Kalmykov

bioRxiv · DOI: 10.1101/003095 · bioRxiv · 2014-01-01

## TL;DR

This paper resolves the biodiversity paradox by reformulating the competitive exclusion principle, explaining how species can coexist without violating ecological rules.

## Contribution

The paper introduces a reformulated and generalized competitive exclusion principle based on soliton-like population dynamics.

## Key findings

- Complete competitors can coexist indefinitely on the same resource without trade-offs or cooperation.
- The reformulated principle explains the observed biodiversity without violating ecological theory.
- A generalized competitive coexistence principle is proposed to expand biodiversity conservation frameworks.

## Abstract

The biodiversity paradox is the central problem in theoretical ecology. The paradox consists in the contradiction between the competitive exclusion principle and the observed biodiversity. This contradiction is the key subject of the long-standing and continuing biodiversity debates. The paradox impedes our insights into biodiversity conservation. Previously we proved that due to a soliton-like behaviour of population waves complete competitors can indefinitely coexist in one closed homogeneous habitat on one and the same limiting resource under constant conditions of environment, without any trade-offs and cooperations. As this fact violates the known formulations of the competitive exclusion principle we have reformulated the principle. Here we explain why this reformulation of the principle results in a solution of the biodiversity paradox. In addition, we generalize the competitive exclusion principle. Reasoning by contradiction, we formulate a generalized principle of competitive coexistence. These principles expand theoretical basis for biodiversity conservation and sustainable development.

## Full text

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## References

13 references — full list in the complete paper: https://tomesphere.com/paper/10.1101/003095/full.md

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Source: https://tomesphere.com/paper/10.1101/003095