Analytical proof via Schwarz-Christoffel mapping that Schottky Conjecture holds for multi-stage field emitters when each protrusion is much larger than those above it, without requiring self-similarity.
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Analytical proof of Schottky Conjecture for multi-stage field emitters
Analytical proof via Schwarz-Christoffel mapping that Schottky Conjecture holds for multi-stage field emitters when each protrusion is much larger than those above it, without requiring self-similarity.