The influence of X fuzzy mathematical method on basketball tactics scoring

Abstract

In the selection of basketball players, the determination of the selection index system and the weight of each index is an important prerequisite for whether the selection is scientific or not. Only when the index system is determined and the importance of each index is sorted reasonably can it be guaranteed that the basketball tactics scoring work went smoothly. This research introduces a method of X fuzzy mathematics, called analytic hierarchy process, or AHP for short. The AHP method can be used in regional planning, resource allocation, program selection, policy analysis, conflict analysis, forecast estimation, decision research, etc. The AHP method schematises the thinking process of the human brain analysis program, which can simply, comprehensively, effectively and clearly deal with complex problems restricted by many factors; it is also a quantitative tool that can be used for the measurement of the sports evaluation system.

Incorporating Fuzziness in the Traditional Runge–Kutta Cash–Karp Method and Its Applications to Solve Autonomous and Non-Autonomous Fuzzy Differential Equations

“…y(t i+1 , α) = y(t i , α) + ∆tg t i , y(t i , α), y(t i , α) + (∆t) 2 2! g t i , y(t i , α), y(t i , α) + (∆t) 3 3! g t i , y(t i , α), y(t i , α) + .…”

“…g t i , y (t i , α), y (t i , α) + (∆t) 5 5! y (5) ξ i , y (t i+1 , α) = y (t i , α) + ∆tg t i , y (t i , α), y (t i , α) + (∆t) 2 2 g t i , y (t i , α), y (t i , α) + (∆t) 3 3! g t i , y (t i , α), y (t i , α) + (∆t) 4 4!…”

“…Many researchers attempted to apply the fuzzy set theory in the context of decisionmaking. A method of X fuzzy mathematics, also known as the analytical hierarchy process (AHP), was developed by Wang and Khadidos [3] and was applied in the basketball scoring strategy. The results showed that the proposed method is conceivable and credible in the scoring and analysis of basketball strategies.…”