The Vlasov–Poisson–Landau system in the weakly collisional regime
Sanchit Chaturvedi, Jonathan Luk, Toan Trong Nguyen
Abstract
Sanchit Chaturvedi, Jonathan Luk, Toan Trong Nguyen
Abstract
Consider the Vlasov–Poisson–Landau system with Coulomb potential in the weakly collisional regime on a 3 3 -torus, i.e. ∂ t F ( t , x , v ) + v i ∂ x i F ( t , x , v ) + E i ( t , x ) ∂ v i F ( t , x , v ) = ν Q ( F , F ) ( t , x , v ) , E ( t , x ) = ∇ Δ − 1 ( ∫ R 3 F ( t , x , v ) d v −
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Consider the Vlasov–Poisson–Landau system with Coulomb potential in the weakly collisional regime on a 3 3 -torus, i.e. ∂ t F ( t , x , v ) + v i ∂ x i F ( t , x , v ) + E i ( t , x ) ∂ v i F ( t , x , v ) = ν Q ( F , F ) ( t , x , v ) , E ( t , x ) = ∇ Δ − 1 ( ∫ R 3 F ( t , x , v ) d v −
Key concepts: Parenthesis, Mathematics, Upper and lower bounds, Combinatorics, Mathematical analysis, Philosophy, Linguistics