Catálogo de publicaciones - libros

In this chapter, we conclude the study of stationary solutions and describe several suggestions obtained by this for the dynamics of (3.1), where Ω x2282; Rn is a bounded domain with smooth boundary Ω, a > 0 is a constant, and ν is the outer unit vector on ∂Ω. This system was proposed by Nagai [106] in the context of chemotaxis in mathematical biology. Here, u = u(x, t) and v = v(x, t) stand for the density of cellular slime molds and the concentration of chemical substances secreted by themselves, respectively, at the position x Ω and the time t > 0.

In this chapter, we conclude the study of stationary solutions and describe several suggestions obtained by this for the dynamics of (3.1), where Ω x2282; Rn is a bounded domain with smooth boundary Ω, a > 0 is a constant, and ν is the outer unit vector on ∂Ω. This system was proposed by Nagai [106] in the context of chemotaxis in mathematical biology. Here, u = u(x, t) and v = v(x, t) stand for the density of cellular slime molds and the concentration of chemical substances secreted by themselves, respectively, at the position x Ω and the time t > 0.

In this chapter, we conclude the study of stationary solutions and describe several suggestions obtained by this for the dynamics of (3.1), where Ω x2282; Rn is a bounded domain with smooth boundary Ω, a > 0 is a constant, and ν is the outer unit vector on ∂Ω. This system was proposed by Nagai [106] in the context of chemotaxis in mathematical biology. Here, u = u(x, t) and v = v(x, t) stand for the density of cellular slime molds and the concentration of chemical substances secreted by themselves, respectively, at the position x Ω and the time t > 0.

In this chapter, we conclude the study of stationary solutions and describe several suggestions obtained by this for the dynamics of (3.1), where Ω x2282; Rn is a bounded domain with smooth boundary Ω, a > 0 is a constant, and ν is the outer unit vector on ∂Ω. This system was proposed by Nagai [106] in the context of chemotaxis in mathematical biology. Here, u = u(x, t) and v = v(x, t) stand for the density of cellular slime molds and the concentration of chemical substances secreted by themselves, respectively, at the position x Ω and the time t > 0.

In this chapter, we conclude the study of stationary solutions and describe several suggestions obtained by this for the dynamics of (3.1), where Ω x2282; Rn is a bounded domain with smooth boundary Ω, a > 0 is a constant, and ν is the outer unit vector on ∂Ω. This system was proposed by Nagai [106] in the context of chemotaxis in mathematical biology. Here, u = u(x, t) and v = v(x, t) stand for the density of cellular slime molds and the concentration of chemical substances secreted by themselves, respectively, at the position x Ω and the time t > 0.

In this chapter, we conclude the study of stationary solutions and describe several suggestions obtained by this for the dynamics of (3.1), where Ω x2282; Rn is a bounded domain with smooth boundary Ω, a > 0 is a constant, and ν is the outer unit vector on ∂Ω. This system was proposed by Nagai [106] in the context of chemotaxis in mathematical biology. Here, u = u(x, t) and v = v(x, t) stand for the density of cellular slime molds and the concentration of chemical substances secreted by themselves, respectively, at the position x Ω and the time t > 0.

In this chapter, we conclude the study of stationary solutions and describe several suggestions obtained by this for the dynamics of (3.1), where Ω x2282; Rn is a bounded domain with smooth boundary Ω, a > 0 is a constant, and ν is the outer unit vector on ∂Ω. This system was proposed by Nagai [106] in the context of chemotaxis in mathematical biology. Here, u = u(x, t) and v = v(x, t) stand for the density of cellular slime molds and the concentration of chemical substances secreted by themselves, respectively, at the position x Ω and the time t > 0.

In this chapter, we conclude the study of stationary solutions and describe several suggestions obtained by this for the dynamics of (3.1), where Ω x2282; Rn is a bounded domain with smooth boundary Ω, a > 0 is a constant, and ν is the outer unit vector on ∂Ω. This system was proposed by Nagai [106] in the context of chemotaxis in mathematical biology. Here, u = u(x, t) and v = v(x, t) stand for the density of cellular slime molds and the concentration of chemical substances secreted by themselves, respectively, at the position x Ω and the time t > 0.