kaal:claim:2273857-055

Including dynamic elements converts the sine curve of financial regulation into an anticipatory sine curve in relation to the phase-shifted first derivative, the cosine curve, that describes the common elements of financial crises.

Source quote, verbatim

By including dynamic elements, the sine curve of financial regulation becomes an anticipatory sine curve in relation to the phase-shifted first derivative (cosine curve) that describes common elements of financial crises.

From

Wulf A. Kaal, Dynamic Regulation of the Financial Services Industry (2013), III.2.b Anticipatory Sine Curve, p. 26
https://ssrn.com/abstract=2273857 · source PDF

Cite as

Wulf A. Kaal, Dynamic Regulation of the Financial Services Industry (2013). SSRN: https://ssrn.com/abstract=2273857

Holds when

dynamic elements are appropriately implemented

Classification

designsupport: argueddynamic-regulation

Related claims

extended_by kaal:claim:kaal-2013-acomparativeperspectiveo-033 Dynamic Regulation could help avoid the regulatory sine curve and its negative and costly consequences, and co...

Verify

The quote above is an exact substring of the source PDF, whose sha256 is e7cb3dea40593135acc99a9b00690138fe01020514ebf388f5140e1b0e59e82a. Extraction method: pdf-text-layer.
Attestation record: colloquium/attestations/588f17d4acea18a7...json
Verify the binding yourself: curl -s https://wulfkaal.github.io/claims/2273857-055.md | sha256sum