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(1)

Now
you
see
me,
now
you
don’t:


uncertain4es
in
projec4ng
spa4al
distribu4on
of
 marine
popula4ons.


Benjamin
Planque,
Edwige
Bellier,


Frida
Lasram
and
Christophe
Loots


(2)

projec<ng
spa<al
distribu<ons


niche‐based
models


+


predicted
 spa<al
 distribu<on


environment


biologic al
response


climate



forecast/scenario


(3)

A
general
view
of
the
modelling
method


(4)

uncertain<es
in
observa<ons


sampling
design:



sampling
intensity,
spa<al/temporal
scales,
 aggregated
distribu<ons


sampling
gear
(trawl)
or
observa<on
 (acous<cs):


accessibility
to
observa<on,
sensi<vity,
bias
and


precision


(5)

uncertain<es
in
conceptual
models


spatial distribution geographical

attachment

environmental conditions

density dependent habitat selection

spatial dependency

demographic structure Persistence

species

interactions

(6)

uncertainty
in
numerical
formula<on


func<onal
rela<onships


linear,
polynomial,
piecewise,
etc...


model
complexity


number
of
parameters,
non‐linearity


interac<ons


addi<ve,
mul<plica<ve,
other


sta<s<cal
distribu<ons


Normal,
Poisson,
Log‐Normal,
Gamma,
Binomial,...


(7)

uncertainty
in
parameter
es<mates
and
model
fiLng


sta<s<cal
distribu<on
of
parameters


confidence
intervals,
sta<s<cal
significance


correlated
parameters


are
parameters
independent,
and
how
is
this
handled
by
 the
modeling
method?


overparametrisa<on
and
overfiLng


number
of
parameters
vs.
number
of
independent
 observa<ons


autocorrelated
observa<ons


spa<al/temporal
autocorrela<on
reduces
the
true
 number
of
independent
observa<ons


metric
for
model
fiLng
performance


variance,
deviance,
likelihood,
AIC,
AUC,
GCV,...


(8)

uncertainty
in
model
evalua<on


metric
for
model
predic<ve
performance


variance,
deviance,
likelihood,
AIC,
AUC,...


true
independence
of
the
valida<on
data


are
the
valida<on
data
correlated
with
fiLng
data?


(9)

Addi<onal
considera<ons


Spa<al
scale


is
spa<al
scale
considered?


are
the
scales
of
observa<on
and
modelling
consistent?


adaptability
of
living
systems


complex
adap<ve
systems,
these
may
modify
their


behaviour
in
the
future,
surprise
is
to
be
expected


(10)

Evalua<ng
uncertain<es


Scale(s)

adaptation

future

world

(11)

How
are
these
uncertain<es
currently
handled?


survey
of
the
published
literature
2005‐2010


1137
ar:cles
‐>
75
retained,
which
are
developing
models


which
are
(or
can
be)
used
in
a
predic:ve
fashion.


(12)

Observa<ons


Observa<on


uncertainty
 Observa<on



model


7% 1%

(13)

Conceptual
model


Geographical
aUachment


Environment


DDHS


Spa<al
dependency


Demographic
structure


Species
interac<ons


Persistence


Other
hypotheses


19%

95%

11%

27%

9%

7%

7%

7%

(14)


 
numerical
model
and
parameter
uncertain<es



numerical
model


uncertainty
 Parameters


uncertainty


24% 69%

(15)

model
evalua<on


visual


fiLng
performance


cross‐valida<on


predic<on
performance


8%

45%

36%

24%

(16)

spa<al
scale
and
adaptability


scale
implicit


scale
explicit


adaptability
men<oned


adaptability
handled


45%

12%

4%

0%

(17)

Review
summary


•  Uncertainty
is
seen
primarily
as
parameter
uncertainty


•  Observa:on
uncertainty
is
poorly
inves:gated
and
not
modelled


•  Conceptual
model
uncertainty
is
generally
ignored
and


environment
models
heavily
dominate
(+
spa:al
autocorrela:on
 a
liHle)


•  Model
valida:on
is
only
performed
on
independent
datasets
in
 1/4 th 
of
the
studies
analysed


•  Adaptability
of
marine
systems
remains
largely
ignored



(18)

An
example
of
uncertainty
in
the
conceptual
model


‐
Geographical
AHachment



‐
Environment


‐
Popula:on
size
 Model
1


‐  
Geographical
AHachment


‐  



‐
Popula:on
size


‐



‐
Environment


‐
Popula:on
size


Model
2
 Model
3


North
Sea
whi:ng:
three
different
candidate
models
with
equivalent
predic:ve
power


(19)

An
example
of
uncertainty
in
the
conceptual
model


Model
1
 Model
2
 Model
3


Predic:on
under
a
scenario
with
2°C
temperature
increase


Models
1
and
3
(with
environment)
forecast
an
increase
of
abundances
 whereas
model
2
without
environment
does
not
forecast
any
change
 Three
models
with
equivalent
present‐day
predic:ve
power,



forecast
different
distribu:on
with
future
condi:ons



(20)

An
example
of
explicit
account
of
scale


Correla:on
between
the
presence
of
auks
(Uria
aalgae)
and
several
hydrographic
 parameters,
at
2
scales


observa:ons


environmental
 model



at
large
scale


environmental


model



(21)

Conclusion


Reliable
projec:ons
of
future
spa:al
distribu:on
of
marine


popula:ons
requires
that
uncertainty
is
considered
in
its
en:rety,
 from
observa:ons
to
concepts,
numerical
models
and
the


poten:al
for
adapta:ons
of
living
marine
systems.


The
lack
of
clear
recogni:on
of
various
sources
of
uncertainty,
as


is
the
case
today,
limits
our
ability
to
produce
reliable,
believable,


and
ul:mately
useful
predic:ons.


(22)

Thank you

B. Planque E. Bellier F. Lasram C. Loots

IMR Norway

NINA Norway

Univ.

Montpellier France

DFO Canada

A post doctoral position is open to work on spatial distribution models

Referanser

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