Algebraic structure of continuous, unbounded and integrable functions
Algebraic structure of continuous, unbounded and integrable functions is a scholarly work, published in 2019 in ''Journal of Mathematical Analysis and Applications''. The main subjects of the publication include convergence, zero, algebraic number, pure mathematics, mathematical analysis, uniform convergence, integrable system, Banach space, complex analysis, smooth function, mathematics, locally integrable function, uniform norm, and norm. The authors study the large linear and algebraic size of the family of\nunbounded continuous and integrable functions in $[0,+\\infty)$ and of the\nfamily of sequences of these functions converging to zero uniformly on compacta\nand in $L^1$-norm.