4 problems
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Conjecture on sharp long-time decay rates for coupled subdiffusion systems
Let and consider the initial-boundary value problem for a coupled subdiffusion system with components: … Assume , …
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Conjecture on superlinear decay governed by the lowest component order
Consider the three-component coupled subdiffusion system in the case and , with fractional orders . In the numerical examples,…
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Conjecture on decay rates governed by the lowest active fractional order
Consider a coupled subdiffusion system with components having fractional derivative orders, and suppose some initial values may vanish identically. The lowest active fractional ord…
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Subdiffusivity conjecture for random walk on planar graphs with polynomial growth
Subdiffusivity conjecture. Simple random walk on is subdiffusive.