30 Einträge gefunden

1. Modified error bounds for approximate solutions of dense linear systems

   1. Minamihata, Atsushi
   2. Ogita, Takeshi
   3. Rump, Siegfried M.
   4. Oishi, Shin’ichi

   2020 - TUHH Open Research
2. Interval arithmetic with fixed rounding mode

   1. Rump, Siegfried M.
   2. Ogita, Takeshi
   3. Morikura, Yusuke
   4. Oishi, Shin’ichi

   2016 - TUHH Open Research
3. Accelerating interval matrix multiplication by mixed precision arithmetic

   1. Ozaki, Katsuhisa
   2. Ogita, Takeshi
   3. Bünger, Florian
   4. Oishi, Shin’ichi

   2015 - TUHH Open Research
4. Simple floating-point filters for the two-dimensional orientation problem

   1. Ozaki, Katsuhisa
   2. Bünger, Florian
   3. Ogita, Takeshi
   4. Oishi, Shin’ichi
   5. Rump, Siegfried M.

   2015 - TUHH Open Research
5. Generalization of error-free transformation for matrix multiplication and its application

   1. Ozaki, Katsuhisa
   2. Ogita, Takeshi
   3. Oishi, Shin’ichi
   4. Rump, Siegfried M.

   2013 - TUHH Open Research
6. Fast algorithms for floating-point interval matrix multiplication

   1. Ozaki, Katsuhisa
   2. Ogita, Takeshi
   3. Rump, Siegfried M.
   4. Oishi, Shin’ichi

   2012 - TUHH Open Research
7. Error-free transformations of matrix multiplication by using fast routines of matrix multiplication and its applications

   1. Ozaki, Katsuhisa
   2. Ogita, Takeshi
   3. Oishi, Shin’ichi
   4. Rump, Siegfried M.

   2011 - TUHH Open Research
8. Fast verification for all eigenpairs in symmetric positive definite generalized eigenvalue problems

   1. Miyajima, Shinya
   2. Ogita, Takeshi
   3. Rump, Siegfried M.
   4. Oishi, Shin’ichi

   2010 - TUHH Open Research
9. Fast high precision summation

   1. Rump, Siegfried M.
   2. Ogita, Takeshi
   3. Oishi, Shin’ichi

   2010 - TUHH Open Research
10. Adaptive and efficient algorithm for 2D orientation problem

    1. Ozaki, Katsuhisa
    2. Ogita, Takeshi
    3. Rump, Siegfried M.
    4. Oishi, Shin’ichi

    2009 - TUHH Open Research
11. Iterative refinement for ill-conditioned linear systems

    1. Oishi, Shin’ichi
    2. Ogita, Takeshi
    3. Rump, Siegfried M.

    2009 - TUHH Open Research
12. Accurate floating-point summation part I: Faithful rounding

    1. Rump, Siegfried M.
    2. Ogita, Takeshi
    3. Oishi, Shin’ichi

    2008 - TUHH Open Research
13. A Method for the generation of a class of ill-conditioned matrices

    1. Nishi, Tetsuo
    2. Ogita, Takeshi
    3. Oishi, Shin’ichi
    4. Rump, Siegfried M.

    2008 - TUHH Open Research
14. A parallel algorithm for accurate dot product

    1. Yamanaka, Naoya
    2. Ogita, Takeshi
    3. Rump, Siegfried M.
    4. Oishi, Shin’ichi

    2008 - TUHH Open Research
15. Accurate floating-point summation part II: Sign. Κ-Fold faithful and rounding to nearest

    1. Rump, Siegfried M.
    2. Ogita, Takeshi
    3. Oishi, Shin’ichi

    2008 - TUHH Open Research
16. Accurate matrix multiplication by using level 3 BLAS operation

    1. Ozaki, Katsuhisa
    2. Ogita, Takeshi
    3. Rump, Siegfried M.
    4. Oishi, Shin’ichi

    2008 - TUHH Open Research
17. Verification of positive definiteness for large sparse matrices

    1. Ogita, Takeshi
    2. Rump, Siegfried M.
    3. Oishi, Shin’ichi

    2008 - TUHH Open Research
18. Iterative refinement for ill-conditioned linear equations

    1. Oishi, Shin’ichi
    2. Ogita, Takeshi
    3. Rump, Siegfried M.

    2008 - TUHH Open Research
19. Accurate matrix multiplication with multiple floating-point numbers

    1. Ozaki, Katsuhisa
    2. Ogita, Takeshi
    3. Rump, Siegfried M.
    4. Oishi, Shin’ichi

    2007 - TUHH Open Research
20. A method of obtaining verified solutions for linear systems suited for Java

    1. Ozaki, Katsuhisa
    2. Ogita, Takeshi
    3. Miyajima, Shinya
    4. Oishi, Shin’ichi
    5. Rump, Siegfried M.

    2006 - TUHH Open Research