I was intrigued by the existence of such a list so I decided to look at a sample article. Of course it had to be something that would be within my realm of understanding. The
International Journal of Novel Research in Physics Chemistry & Mathematics attracted my attention in which the article "THEORY OF UNIFORM CIRCULAR MOTION IN PORTFOLIO SELECTION" by one W.G.S. Konarasinghe attracted my attention. I downloaded it thinking to myself that it cannot be what it looks like it is. It was. Here are some choice morsels. I have uploaded the .pdf for anyone who wishes to experience (and be amused) by the full impact of the article.
First few lines of the Abstract:
Scientific forecasting depends on mathematical modelling and statistical modelling. Mathematical models are deterministic, therefore mathematical models are unable to capture the uncertainty in real life. Statistics is known as mathematics of uncertainty. Statistical models contain the randomness; therefore statistical models have become more prominent in forecasting. The theory of Uniform Circular Motion introduced several mathematical models to describe the motion of a particle in a horizontal or vertical circle. These models were extensively used in the fields of Physics and Engineering, but rarely in the fields of Economics, Finance, and Management etc. Yet, in recent past, the theory of Uniform Circular Motion was incorporated with Statistics in forecasting risk and return of Sri Lankan share market.
@kuruman's note: if you read the article, said incorporation was made by none other than the author.

: The author quotes his/her research to validate further research along the same lines.
From Theoretical Background
According to De Moivre's theorem; ##e^{-k \theta}= \cos k \theta+i \sin k \theta~~##"
@kuruman's note: Clearly, this was not reviewed by anyone and if it was, well ##~\dots~## never mind.

: The article contains flagrant mathematical infelicities.
When the particle moves in a circle, it is constantly changing its direction. At all instances, the particle is moving tangent to the circle. Since the direction of the velocity vector is the same as the direction of the motion, the velocity vector is directed tangent to the circle; as such, the acceleration of the particle also tangent to the circle. Even though the particle is moving under the acceleration with a changing direction, it does not leave the circular path. Therefore, there should be force acting towards the centre of the circle which prevents particle leaving its locus. This force is named as the centripetal force (Hooker, Jennings, Littlewood, Moran and Pateman, 2009).
(
@kuruman's note: After having said that the acceleration is tangent to the circle, the author ascertains in the next line that the force must be centripetal totally disregarding Newton's 2nd law. To add awe to disbelief, the author provides a modern (2009) reference to add credence to his/her incorrect statement. Unfortunately, the .pdf that I downloaded had only a partial list of references and did not include this one.

: The article contains self contradictions and patently incorrect statements.

: The article provides well established ideas (centripetal force) as novel.
I stop here. I don't know about you, gentle reader, but I wouldn't attempt to forecast my portfolio on the basis of uniform circular motion. Besides, it might apply to the Sri Lankan market only.