Materias dentro de su búsqueda.
Materias dentro de su búsqueda.
Blow-up
16
Nonlinear boundary conditions
16
Nonlocal diffusion
9
Boundary conditions
7
Neumann boundary conditions
7
Asymptotic behaviour
6
Parabolic equations
6
Asymptotic behavior
5
Blow up
4
Numerical approximations
4
Partial differential equations
4
Approximation theory
3
Blow-up time
3
Dirichlet boundary conditions
3
Fractional Laplacian
3
Non-linear boundary conditions
3
Numerical blow-up
3
Parabolic systems
3
Porous medium equation
3
Semi-discretization in space
3
Theorem proving
3
Avalanche
2
Explosion
2
Fast diffusion equation
2
Heat equation
2
Heat equations
2
Matrix algebra
2
Neumann boundary condition
2
Nonlinear boundary condition
2
Nonlinear diffusion
2
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2por Groisman, P., Rossi, J.D.“... time. We prove that, under suitable hypotheses, the explosion time converges almost surely to the one...”
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4“... is its parabolic boundary. This problem can be viewed as a version with spatial and time dependence...”
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5“...In this paper we prove a general result concerning continuity of the blow-up time and the blow-up...”
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6Materias: “...Adaptive time step procedures...”
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7“...The short time behavior near the boundary for the heat equation with a nonlinear boundary condition...”
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8Materias: “...Blow-up time...”
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10“... in finite time then V can fail to blow up if and only if p11 > 1 and p21 < 2(p11 - 1), which...”
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11“... in finite time then V can fail to blow up if and only if p11 > 1 and p21 < 2(p11 - 1), which...”
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12“... in finite time then V can fail to blow up if and only if p11 > 1 and p21 < 2(p11 - 1), which...”
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13“... in terms of p, q and λ when the solution is global in time and when it blows up in finite time. For blow-up...”
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14“... in terms of p, q and λ when the solution is global in time and when it blows up in finite time. For blow-up...”
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15“... in terms of p, q and λ when the solution is global in time and when it blows up in finite time. For blow-up...”
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16“... time. In this article we design an adaptive numerical scheme that reproduces the explosive behavior...”
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17por Quirós, F., Rossi, J.D.“... becomes unbounded at a finite time while the other remains bounded, a situation that we denote as non...”
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18“... is global in time and when it blows up in finite time. For blowing up solutions we find the blow-up rate...”
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19“... in time, when all solutions blow up in a finite time, and when there are both blowing up and global...”
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20“... that there are solutions with blow-up in finite time if and only if p+ > 1. When ω = ℝ N we show that if p > 1 + 2/N...”
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