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Title: Redefine Statistical Significance
72 auth.
D. Benjamin,
J. Berger,
M. Johannesson,
B. Nosek,
E. Wagenmakers,
R. Berk,
K. Bollen,
B. Brembs,
Lawrence Brown,
Colin Camerer,
D. Cesarini,
Christopher D. Chambers,
M. Clyde,
T. Cook,
P. De Boeck,
...
Z. Diénès,
Anna Dreber,
K. Easwaran,
Charles Efferson,
E. Fehr,
F. Fidler,
A. Field,
M. Forster,
E. George,
Richard Gonzalez,
S. Goodman,
E. Green,
D. Green,
A. Greenwald,
J. Hadfield,
L. Hedges,
L. Held,
Teck Hua Ho,
H. Hoijtink,
D. Hruschka,
K. Imai,
G. Imbens,
J. Ioannidis,
Mi-hye Jeon,
James Holland Jones,
Michael Kirchler,
David Laibson,
J. List,
R. Little,
A. Lupia,
E. Machery,
S. Maxwell,
Michael Mccarthy,
D. Moore,
S. Morgan,
M. Munafo,
Shinichi Nakagawa,
B. Nyhan,
T. Parker,
L. Pericchi,
M. Perugini,
Jeffrey N. Rouder,
J. Rousseau,
V. Savalei,
Felix D. SchΓΆnbrodt,
T. Sellke,
Betsy Sinclair,
D. Tingley,
T. Van Zandt,
S. Vazire,
D. Watts,
Christopher Winship,
R. Wolpert,
Yumeng Xie,
Cristobal Young,
Jonathan Zinman,
V. Johnson
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11 |
2017 |
11 π
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π¬
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Bayesian estimation and testing of structural equation models
R. Scheines,
H. Hoijtink,
A. Boomsma
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8 |
1999 |
8 π¬
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π’
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Inequality constrained analysis of variance: a Bayesian approach.
I. Klugkist,
O. Laudy,
H. Hoijtink
|
7 |
2005 |
7 π’
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π’
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RELIABILITY AND VALIDITY OF THE DUTCH VERSION OF THE INVENTORY OF TRAUMATIC GRIEF (ITG)
P. Boelen,
Jan Van DEN BOUT,
J. de Keijser,
H. Hoijtink
|
7 |
2003 |
7 π’
|
π’
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The many null distributions of person fit indices
I. Molenaar,
H. Hoijtink
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7 |
1990 |
7 π’
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π¦
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Bayesian Evaluation of Informative Hypotheses.
H. Hoijtink,
I. Klugkist,
P. Boelen
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7 |
2008 |
7 π¦
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π¦
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A tutorial on testing hypotheses using the Bayes factor.
H. Hoijtink,
J. Mulder,
C. V. van Lissa,
X. Gu
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7 |
2019 |
7 π¦
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π’
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The Best of Both Worlds: Factor Analysis of Dichotomous Data Using Item Response Theory and Structural Equation Modeling
Angelika Glockner-Rist,
H. Hoijtink
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7 |
2003 |
7 π’
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π¦
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Informative Hypotheses: Theory and Practice for Behavioral and Social Scientists
H. Hoijtink
|
7 |
2011 |
7 π¦
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π’
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The Bayes factor for inequality and about equality constrained models
I. Klugkist,
H. Hoijtink
|
7 |
2007 |
7 π’
|
π¬
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Equality and inequality constrained multivariate linear models: objective model selection using constrained posterior priors
J. Mulder,
H. Hoijtink,
I. Klugkist
|
6 |
2010 |
6 π¬
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