Asymptotic Theory

Abstract

Let’s look at the map

$${\Delta _n}\left( A \right) = {\phi _n}A{\phi '_n} - {K_n}{\left( {{H_{n - 1}}A{{H'}_{n - 1}} + {R_{n - 1}}} \right)^\# }{K'_n} + {G_n}{G'_n}$$

$${K_n} = {\phi _n}A{H'_{n - 1}} + {G_n}{L'_{n - 1}}$$

Where

$${R_{n - 1}} \geqslant {L'_{n - 1}}{L_{n - 1}}$$

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