Table of Contents

Mathematical Research Note

Nos. 2015-001-- 003
No.
Author
Title
 2015-001
M. Akahira
N. Ohyauchi
Second order asymptotic loss of the MLE of a truncation parameter for a truncated exponential family of distributions
 2015-002
M. Akahira
N. Ohyauchi
Second order asymptotic loss of the MLE of a truncation parameter for a two-sided truncated exponential family of distributions
 2015-003     Masafumi Akahira
Second order asymptotic evaluation of the Bayes estimator of a truncation parameter for a one-sided truncated exponential family of distributions
記入者:yata | 編集 | 削除
Nos. 2010-001
No.
Author
Title
 2010-001
Masafumi Akahira, Hyo Gyeong Kim and Nao Ohyauchi
Loss of information of a statistic for a family of non-regular distributions, II
Nos. 2013-001
No.
Author
Title
 2013-001
Masafumi Akahira
Second order asymptotic comparison of the MLE and MCLE of a natural parameter for a truncated exponential family of distributions
Nos. 2014-001
No.
Author
Title
 2014-001
M. Akahira,
S. Hashimoto,
K. Koike,
N. Ohyauchi
Second order asymptotic comparison of the MLE and MCLE for a two-sided truncated exponential family of distributions
Nos. 2007-001-- 003
No.
Author
Title
 2007-001
Piero D'Ancona, Tamotu Kinoshita and Sergio Spagnolo
On the 2 by 2 Weakly Hyperbolic Systems
 2007-002
Masafumi Akahira
The first and second order large-deviation efficiency for an exponential family of distributions and in certain curved exponential model
 2007-003
Katsuhiro Moriya
Super-conformal surfaces associated with null complex holomorphic curves
Nos. 2009-001
 No.
Author
Title
 2009-001
M. Akahira,
N. Ohyauchi and S. Kawai
A higher order approximation to a percentage point of the distribution of a non-central t-statistic without the normality assumption
Nos. 2004-001-- 008
 No.
 Author
Title
 2004-001
Yuki Kurokawa
The sharp lifespan of radially 
 symmetric solutions to nonlinear
 wave systems in even space
 dimensions
 2004-002
Michael Reissing and Tamotu Kinoshita
About the loss of derivatives for
strictly hyperbolic equations with non-Lipschitz coefficients
 2004-003
Nariyuki MINAMI
Statistics for the number of vertices of Galton-Watson trees
 2004-004
Naoki Fujino and
Mitsuru Yamazaki
Conservation Laws with Vanishing Diffusion and Dispersion
 2004-005
Hideaki Sunagawa
Remarks on the asymptotic behavior of the cubic nonlinear Klein-Gordon
equations in one space dimension
 2004-006
Masafumi Akahira
Large-deviation efficiency of
first and second order
 2004-007
Tamotu Kinoshita
and Sergio Spagnolo
Hyperbolic equations with non
analytic coefficients well posed
in all Gevrey classes
 2004-008
Hideaki Sunagawa
Large time behavior of solutions to the Klein-Gordon equation with nonlinear dissipative terms
Nos. 2005-001-- 003
 No.
Author
Title
 2005-001
Ken-ichi Koike
Sequential interval estimation of a location parameter with the fixed width in the non-regular case
 2005-002
Hidekazu Tanaka
Location-scale parameter family of distributions attaining the
Bhattacharyya bound 
 2005-003
Hideaki Sunagawa
Lower bounds of the lifespan of small data solutions to the nonlinear Schrödinger equations
Nos. 2006-001-- 002
No.
 Author
Title
 2006-001
M. Akahira and N. Ohyauchi
The asymptotic bound by the Kiefer type information inequality and its attainment
 2006-002
Katsuhiro Moriya
The denominators of Lagrangian surfaces in complex Euclidean plane 
Nos. 2001-001-- 007
No.
Author
Title
 2001-001
Fumioki ASAKURA and Mitsuru YAMAZAKI
Geometry of Hugoniot curves in 2 \times 2 systems of hyperbolic conservation laws with quadratic flux
functions
 2001-002
Akira Masuoka
Cohomology and Coquasi-Bialgebra Extensions Associated to a Matched Pair of Bialgebras
 2001-003
Fumihiko HIROSAWA
On the Cauchy problem for second order strictly hyperbolic equations with non- regular coefficients
 2001-004
Ken-ichi KOIKE
On the inequality of Kshirsagar
 2001-005
Hidekazu TANAKA
and Masafumi
AKAHIRA
On a family of distributions attaining the Bhattacharyya bound
 2001-006
Fumihiko HIROSAWA
Prolongation of the existence
time for Kirchhoff equation
 2001-007
Nao OHYAUCHI
Comparison of the Bayes risks
of estimators for a family of
truncated normal distributions