Mathematical Method to Construct the Linear Programming of Football Training

[1] Liebermann, R. C. Reminiscences of Days as an Undergraduate at Caltech in the 1960s: Geology, Student Body Politics and Intercollegiate Football. International Journal of Geosciences.,2021; 12(8): 653-666 Search in Google Scholar

[2] Hostrup, M., Gunnarsson, T. P., Fiorenza, M., Mørch, K., Onslev, J., Pedersen, K. M., & Bangsbo, J. In‐season adaptations to intense intermittent training and sprint interval training in sub‐elite football players. Scandinavian journal of medicine & science in sports.,2019; 29(5): 669-677 Search in Google Scholar

[3] Brook, S. L. An estimation of NCAA Football Bowl Subdivision demand as a two‐part tariff. Managerial and Decision Economics., 2019;40(1): 79-83 Search in Google Scholar

[4] Macdonald, B., McAleer, S., Kelly, S., Chakraverty, R., Johnston, M., & Pollock, N. Hamstring rehabilitation in elite track and field athletes: applying the British Athletics Muscle Injury Classification in clinical practice. British journal of sports medicine.,2019; 53(23): 1464-1473 Search in Google Scholar

[5] Francini, L., Rampinini, E., Bosio, A., Connolly, D., Carlomagno, D., & Castagna, C. Association between match activity, endurance levels and maturity in youth football players. International journal of sports medicine., 2019;40(09): 576-584 Search in Google Scholar

[6] Smith, H., Closser, A. H., Ottmar, E., & Arroyo, I. Developing Math Knowledge and Computational Thinking Through Game Play and Design: A Professional Development Program. Contemporary Issues in Technology and Teacher Education.,2020; 20(4): 660-686 Search in Google Scholar

[7] Slade, P., & Tolhurst, T. Job Security and Risk‐Taking: Theory and Evidence From Professional Football. Southern Economic Journal.,2019; 85(3): 899-918 Search in Google Scholar

[8] Aghili, A. Complete Solution For The Time Fractional Diffusion Problem With Mixed Boundary Conditions by Operational Method. Applied Mathematics and Nonlinear Sciences.,2021; 6(1): 9-20 Search in Google Scholar

[9] de Assis, R., Pazim, R., Malavazi, M., Petry, P., de Assis, L. & Venturino, E. A Mathematical Model to describe the herd behaviour considering group defense. Applied Mathematics and Nonlinear Sciences.,2020; 5(1):11-24 Search in Google Scholar

[10] Lago, I., Lago‐Peñas, C., & Lago‐Peñas, S. Decentralization and football. Social Science Quarterly.,2019; 100(1): 163-175 Search in Google Scholar