Fact:

τm

=

Fm(1, τ)

=

(m,1)

+

Fm-1(0, 1)

+

Fm(0, 1)τ

+

Fmτ

=

τm

m

=

0, 1, 2, 3, ∙∙∙

1

+

0

=

τ 0

0

+

τ

=

τ1

1

+

τ

=

τ2

1

+

2τ

=

τ3

2

+

3τ

=

τ4

3

+

5τ

=

τ5

=

F4(01)

+

F5(0, 1)τ

=

F5(1, τ)

approx

Approx

τm

Fm-1(01)

F m ( 0 1 ) 3 2

=

residue

Metric

fn

:

{

1+(τm

Fm+4/2

)

/Fm+1}

=

1/cs