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ALMOST EVERYWHERE CONVERGENCE OF ERGODIC AVERAGES OF CERTAIN ORDER-PRESERVING OPERATORS ON L^{1} (Nonlinear Analysis and Convex Analysis)

Hiromichi Miyake

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Key concepts: Ergodic theory, Almost everywhere, Mathematics, Convergence (economics), Nonlinear system, Order (exchange), Regular polygon, Convex analysis

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ALMOST EVERYWHERE CONVERGENCE OF ERGODIC AVERAGES OF CERTAIN ORDER-PRESERVING OPERATORS ON L^{1} (Nonlinear Analysis and Convex Analysis) — Research Paper | ScholarLens