Exact(2)
The arguments used in the proof are based on truncation techniques and Schauder's fixed point theorem.
The derivation and corresponding proof are based on two approaches, which we develop and describe in detail.
Similar(58)
Our proof is based on the one hand on the sub supersolution method for general quasilinear periodic-parabolic inclusions.
The proof is based on the concept of types extended to one parameter family of points.
Their proof was based on a neat formula for the payoffs achieved if both players use memory-one strategies.
The convergence proof is based on averaging arguments.
Its original proof is based on Rouché's theorem.
The proof is based on 'planar algebra techniques'.
The proof is based on L2-estimates and microlocal analysis.
The proof is based on a generalization of div curl lemma for transient problems.
The proof is based on the construction of a quadratic stochastic Lyapunov function.
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