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~isPartOf:"Journal of forecasting"
~isPartOf:"Risks : open access journal"
~isPartOf:"Statistical Papers / Springer"
~person:"Alai, Daniel H."
~person:"Amendola, Alessandra"
~person:"Arslan, Olcay"
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Multivariate distribution
2
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2
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2
ARCH model
1
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Capital income
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Correlation
1
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Generalized hyperbolic distribution
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Normal variance–mean mixture
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copulas
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forecast combination
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forward-rate mortality framework
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longevity risk
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Alai, Daniel H.
Amendola, Alessandra
Arslan, Olcay
Hofert, Marius
3
Arias-Serna, M. Andrea
2
Bett, Nicholas
2
Caro-Lopera, Francisco J.
2
Dolati, Ali
2
Gupta, Rangan
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Hakim, Arief
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Hassani, Hossein
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Hua, Lei
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Jeong, Himchan
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Kasozi, Juma
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Kurek, Bartosz
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Liu, Charlie Wusuo
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Loubes, Jean Michel
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Mesfioui, Mhamed
2
Ruturwa, Daniel
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Shemyakin, Arkady
2
Spreeuw, Jaap
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Syuhada, Khreshna
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Verdonck, Tim
2
Wójcik, Rafał
2
Abdallah, Anas
1
Abdullah-A Aldhufairi, Fadal
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Acri, Francesco
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Adam, Anokye M.
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Asimit, Alexandru V.
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Journal of forecasting
Risks : open access journal
Statistical Papers / Springer
Insurance / Mathematics & economics
3
UNSW Business School Research Paper
2
EuroMed Journal of Business
1
Insurance: Mathematics and Economics
1
International journal of forecasting
1
SFB 649 Discussion Paper
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Scandinavian actuarial journal
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The investigation of a forward-rate mortality framework
Alai, Daniel H.
;
Ignatieva, Ekaterina
;
Sherris, Michael
- In:
Risks : open access journal
7
(
2019
)
2/61
,
pp. 1-22
, since dependence between ages is an observed characteristic of mortality rate improvements, we formulate a
multivariate
…
Persistent link: https://www.econbiz.de/10012018993
Saved in:
2
Model uncertainty and forecast combination in high-dimensional
multivariate
volatility prediction
Amendola, Alessandra
;
Storti, Giuseppe
- In:
Journal of forecasting
34
(
2015
)
2
,
pp. 83-91
Persistent link: https://www.econbiz.de/10011305317
Saved in:
3
Variance-mean mixture of the
multivariate
skew normal distribution
Arslan, Olcay
- In:
Statistical Papers
56
(
2015
)
2
,
pp. 353-378
In this paper, we introduce a new class of
multivariate
distributions as an extension of the normal variance …
Persistent link: https://www.econbiz.de/10011241323
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