proposition 9.74 Connection at a turning point of odd order

open in the book · parts/02-mathematical-methods/07-odes-sturm-liouville.tex:2641 · p. 303

Rests on

Supports

Nothing declares a dependency on this node yet.

Neighborhood

Every logical edge within two steps of this node.

proposition 9.74: Connection at a turning point of odd order9.74equation 9.83: eq:slt-turning-local9.83theorem 9.72: Connection formulae9.72proof : ch:07-odes-sturm-liouville@proof-38proofcorollary 9.62: The semiclassical wave9.62equation 9.79: eq:slt-wkb-airy-ai9.79equation 9.80: eq:slt-wkb-airy-bi9.80equation 9.76: eq:slt-wkb-airy-equation9.76equation 9.74: eq:slt-wkb-airy-scale9.74postulate A.795: Matching, quotedA.795proposition 23.57: The wave resolution at a turning surface23.57proposition 23.56: The phase jump at a fold23.56remark 23.51: Where the expansion breaks, and what is owed23.51theorem 9.78: Semiclassical quantisation of a well9.78theorem 9.76: Semiclassical transmission through a barrier9.76proof : ch:07-odes-sturm-liouville@proof-37proof

Edges

typedirectionnode provenancewhere
depends_on eq:slt-turning-local declared parts/02-mathematical-methods/07-odes-sturm-liouville.tex:2659
depends_on Connection formulae declared parts/02-mathematical-methods/07-odes-sturm-liouville.tex:2659
proves ch:07-odes-sturm-liouville@proof-38 declared parts/02-mathematical-methods/07-odes-sturm-liouville.tex:2662