Publikationen von Homeier, Herbert
(ORCID: 0000-0001-9517-8458)
![]() | Eine Stufe nach oben |
Anzahl der Einträge: 21.
2021
Homeier, Herbert H. H.
, Srivastava, Hari M.
, Masjed‐Jamei, Mohammad und Moalemi, Zahra
(2021)
Some weighted quadrature methods based upon the mean value theorems.
Mathematical Methods in the Applied Sciences 44 (5), S. 3840-3856.
Volltext nicht vorhanden.
, Srivastava, Hari M.
, Masjed‐Jamei, Mohammad und Moalemi, Zahra
(2021)
Some weighted quadrature methods based upon the mean value theorems.
Mathematical Methods in the Applied Sciences 44 (5), S. 3840-3856.
Volltext nicht vorhanden.
2019
Schinabeck, Alexander, Chen, Jin, Kang, Liju, Teng, Teng, Homeier, Herbert H. H.
, Suleymanova, Alfiya F.
, Shafikov, Marsel Z.
, Yu, Rongmin, Lu, Can-Zhong und Yersin, Hartmut
(2019)
Symmetry-Based Design Strategy for Unprecedentedly Fast Decaying Thermally Activated Delayed Fluorescence (TADF). Application to Dinuclear Cu(I) Compounds.
Chemistry of Materials 31 (12), S. 4392-4404.
Volltext nicht vorhanden.
, Suleymanova, Alfiya F.
, Shafikov, Marsel Z.
, Yu, Rongmin, Lu, Can-Zhong und Yersin, Hartmut
(2019)
Symmetry-Based Design Strategy for Unprecedentedly Fast Decaying Thermally Activated Delayed Fluorescence (TADF). Application to Dinuclear Cu(I) Compounds.
Chemistry of Materials 31 (12), S. 4392-4404.
Volltext nicht vorhanden.
2018
Sommer, Gereon A., Mataranga-Popa, Larisa N., Czerwieniec, Rafal
, Hofbeck, Thomas, Homeier, Herbert H. H.
, Müller, Thomas J. J. und Yersin, Hartmut
(2018)
Design of Conformationally Distorted Donor–Acceptor Dyads Showing Efficient Thermally Activated Delayed Fluorescence.
The Journal of Physical Chemistry Letters 9 (13), S. 3692-3697.
Volltext nicht vorhanden.
, Hofbeck, Thomas, Homeier, Herbert H. H.
, Müller, Thomas J. J. und Yersin, Hartmut
(2018)
Design of Conformationally Distorted Donor–Acceptor Dyads Showing Efficient Thermally Activated Delayed Fluorescence.
The Journal of Physical Chemistry Letters 9 (13), S. 3692-3697.
Volltext nicht vorhanden.
2009
Homeier, H. H. H.
(2009)
On Newton-type methods for multiple roots with cubic convergence.
Journal of Computational and Applied Mathematics 231, S. 249-254.
Volltext nicht vorhanden.
(2009)
On Newton-type methods for multiple roots with cubic convergence.
Journal of Computational and Applied Mathematics 231, S. 249-254.
Volltext nicht vorhanden.
2005
Homeier, H.H.H.
(2005)
On Newton-type methods with cubic convergence.
Journal of Computational and Applied Mathematics 176 (2), S. 425-432.
Volltext nicht vorhanden.
(2005)
On Newton-type methods with cubic convergence.
Journal of Computational and Applied Mathematics 176 (2), S. 425-432.
Volltext nicht vorhanden.
2004
Homeier, H. H. H.
(2004)
A modified Newton method with cubic convergence: The multivariate case.
Journal of Computational and Applied Mathematics 169, S. 161-169.
Volltext nicht vorhanden.
(2004)
A modified Newton method with cubic convergence: The multivariate case.
Journal of Computational and Applied Mathematics 169, S. 161-169.
Volltext nicht vorhanden.
Feil, T.M. und Homeier, H.H.H.
(2004)
Programs for the approximation of real and imaginary single- and multi-valued functions by means of Hermite–Padé-approximants.
Computer Physics Communications 158 (2), S. 124-135.
Volltext nicht vorhanden.
(2004)
Programs for the approximation of real and imaginary single- and multi-valued functions by means of Hermite–Padé-approximants.
Computer Physics Communications 158 (2), S. 124-135.
Volltext nicht vorhanden.
2003
Homeier, H. H. H.
(2003)
A modified Newton method for root finding with cubic convergence.
Journal of Computational and Applied Mathematics 157 (1), S. 227-230.
Volltext nicht vorhanden.
(2003)
A modified Newton method for root finding with cubic convergence.
Journal of Computational and Applied Mathematics 157 (1), S. 227-230.
Volltext nicht vorhanden.
Homeier, H. H. H.
(2003)
A modified Newton method for rootfinding with cubic convergence.
Journal of Computational and Applied Mathematics 157 (1), S. 227-230.
Volltext nicht vorhanden.
(2003)
A modified Newton method for rootfinding with cubic convergence.
Journal of Computational and Applied Mathematics 157 (1), S. 227-230.
Volltext nicht vorhanden.
Homeier, H.H.H
(2003)
A modified Newton method for rootfinding with cubic convergence.
Journal of Computational and Applied Mathematics 157 (1), S. 227-230.
Volltext nicht vorhanden.
(2003)
A modified Newton method for rootfinding with cubic convergence.
Journal of Computational and Applied Mathematics 157 (1), S. 227-230.
Volltext nicht vorhanden.
2000
Steinborn, E. O., Homeier, H. H. H.
, Ema, I., Lopez, R. und Ramírez, G.
(2000)
Molecular calculations with B functions.
International Journal of Quantum Chemistry 76 (2), S. 244.
Volltext nicht vorhanden.
, Ema, I., Lopez, R. und Ramírez, G.
(2000)
Molecular calculations with B functions.
International Journal of Quantum Chemistry 76 (2), S. 244.
Volltext nicht vorhanden.
Homeier, H. H. H.
und Neef, M. D.
(2000)
Performance of the Effective-characteristic-polynomial Pi2 Method for Diatomic Molecules: Basis-set Dependencies and Vibrational Levels.
Internet Journal of Chemistry 3 (Art. 5), no pp. given.
Homeier, Herbert H.H.
(2000)
Scalar Levin-type sequence transformations.
Journal of Computational and Applied Mathematics 122 (1-2), S. 81-147.
Volltext nicht vorhanden.
(2000)
Scalar Levin-type sequence transformations.
Journal of Computational and Applied Mathematics 122 (1-2), S. 81-147.
Volltext nicht vorhanden.
Homeier, H.H.H.
, Strasser, J. und Yersin, H.
(2000)
Spin-lattice relaxation in metal-organic platinum(II) complexes.
Chemical Physics Letters 316 (3-4), S. 280-284.
Volltext nicht vorhanden.
, Strasser, J. und Yersin, H.
(2000)
Spin-lattice relaxation in metal-organic platinum(II) complexes.
Chemical Physics Letters 316 (3-4), S. 280-284.
Volltext nicht vorhanden.
Strasser, Johann, Homeier, Herbert H.H.
und Yersin, Hartmut
(2000)
Triplet sublevels of metal organic complexes – temperature dependence of spin–lattice relaxation.
Chemical Physics 255 (2-3), S. 301-316.
Volltext nicht vorhanden.
und Yersin, Hartmut
(2000)
Triplet sublevels of metal organic complexes – temperature dependence of spin–lattice relaxation.
Chemical Physics 255 (2-3), S. 301-316.
Volltext nicht vorhanden.
1998
Homeier, H. H. H.
(1998)
On Convergence Acceleration of Multipolar and Orthogonal Expansions.
In: 4th Electronic Computational Chemistry Conference, 1998, Internet.
Homeier, H. H. H.
(1998)
The vector J extrapolation method.
In: Wang, Junping und Allen, Myron B. und Chen, Benito M. und Mathew, Tarek, (eds.)
Iterative Methods in Scientific Computation. Proceedings of the Third IMACS International Symposium on Iterative Methods in Scientific Computation Jackson Hole, Wyoming, USA-July 9-12, 1997.
IMACS Series in Computational and Applied Mathematics, 4.
IMACS, New Brunswick,NJ/USA, S. 375-380.
Volltext nicht vorhanden.
(1998)
The vector J extrapolation method.
In: Wang, Junping und Allen, Myron B. und Chen, Benito M. und Mathew, Tarek, (eds.)
Iterative Methods in Scientific Computation. Proceedings of the Third IMACS International Symposium on Iterative Methods in Scientific Computation Jackson Hole, Wyoming, USA-July 9-12, 1997.
IMACS Series in Computational and Applied Mathematics, 4.
IMACS, New Brunswick,NJ/USA, S. 375-380.
Volltext nicht vorhanden.
1997
Homeier, H. H. H.
(1997)
Extended Complex Series Methods for the Convergence Acceleration of Fourier Series.
Technischer Bericht.
(Unveröffentlicht)
1996
Homeier, H. H. H.
(1996)
METHODS FOR THE CONSTRUCTION OF EXTRAPOLATION PROCESSES.
In: Fifth International Colloquium on Numerical Analysis, August 13-17, 1996, Plovdiv, Bulgaria.
(Unveröffentlicht)
1994
Homeier, H. H. H.
(1994)
On the computation of functions of matrices.
In: First Electronic Computational Chemistry Conference, 1994, Internet.
1992
Homeier, H. H. H.
(1992)
A Levin-type algorithm for accelerating the convergence of Fourier Series.
Numerical algorithms 3, S. 245-254.
Volltext nicht vorhanden.
(1992)
A Levin-type algorithm for accelerating the convergence of Fourier Series.
Numerical algorithms 3, S. 245-254.
Volltext nicht vorhanden.
