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The study on the impact of basketball technical and tactical training based on the inverse eigenvalue problems for jacob matrix

机译:基于雅各布矩阵特征值反问题的篮球技术战术训练影响研究

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A high level basketball teamis closely connectedlywith basketball players training. Basketball training is complex, including basic skills, physical fitness, coordination, practice. It is an effective way to find out the specific contribution for each training factor for the purpose of improving the level of athletes so as, to carry out targeted training. For this, combining the Jacobimatrix inverse eigenvalue problem, this paper conducts the research on the basketball training factors. Firstly, the inverse eigenvalue problems for Jacobi matrix are introduced and improved. Then, the Jacobi matrix inverse eigenvalue problems are applied to the specific problems of basketball training, and basketball training factors into matrix form are analyzed, fromwhich the contribution can be turned out on howthe training of various factors influence on improving the level of athletes. This way also will make contributions to promote the basketball level in china.
机译:高水平的篮球队与篮球运动员的训练紧密相连。篮球训练很复杂,包括基本技能,身体素质,协调能力,练习能力。为了提高运动员的水平,这是找出每种训练因素的具体贡献的有效方法,从而进行有针对性的训练。为此,结合雅可比矩阵逆特征值问题,对篮球训练因素进行了研究。首先,介绍和改进了雅可比矩阵的特征值逆问题。然后,将雅可比矩阵逆特征值问题应用于篮球训练的具体问题,并将篮球训练因素转化为矩阵形式,从而可以证明各种因素的训练对提高运动员水平的影响。这样也将为提高中国篮球水平做出贡献。

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