Arithmetic Sequence with Multiple Reasons
Gleison Guardia · Zenodo (CERN European Organization for Nuclear Research) · 2018
The study of the mathematical series provides an advance in the concepts of analysis and probability, by contributing with the predictions and simulations for diverse performances. Serious mathematics saves time and energy in operations, so their study provides the construction of a solid statistical forecast. Nevertheless, the arithmetic series is limited to studying the effects of a single reason influencing the projections of the data. However, they exceed the calculations when the reasons become numerous. A real series could present other determinant factors for the simulation, which during its construction are essential in the generation of the information, making necessary a historical construction of data capable of absorbing these particularities. The purpose of this study is to elucidate this type of simulation, approaching a series with a number of finite ratios that we will call the sequence. This study presents three formulas that allows the construction of arithmetic series with multiple reasons, in which a single algorithm can simulate a whole set of interactions.