Kizashi Yamaguchi focuses on Computational chemistry, Crystallography, Ab initio, Molecular orbital and Singlet state. His specific area of interest is Computational chemistry, where Kizashi Yamaguchi studies Density functional theory. His Crystallography study combines topics in areas such as Ferromagnetism, Spin, Transition metal, Atomic orbital and Oxygen-evolving complex.
His research on Ab initio also deals with topics like
His primary scientific interests are in Computational chemistry, Condensed matter physics, Ab initio, Crystallography and Density functional theory. The various areas that he examines in his Computational chemistry study include Chemical physics, Diradical, Atomic orbital, Molecule and Chemical bond. His work is dedicated to discovering how Condensed matter physics, Molecular physics are connected with Spin-½ and other disciplines.
His work carried out in the field of Ab initio brings together such families of science as Electronic correlation, Electron, Ab initio quantum chemistry methods, Hyperpolarizability and Molecular orbital. His Crystallography research includes elements of Manganese, Cluster, Ion and Oxygen-evolving complex, Photosystem II. His work deals with themes such as Spin states and Quantum, which intersect with Density functional theory.
Kizashi Yamaguchi mainly focuses on Crystallography, Photosystem II, Oxygen-evolving complex, Computational chemistry and Density functional theory. His Crystallography research integrates issues from Manganese, Cluster, Ion, Spin states and Nucleophile. The concepts of his Computational chemistry study are interwoven with issues in Molecule, Symmetry breaking, Protonation and Chemical bond.
Kizashi Yamaguchi has researched Density functional theory in several fields, including Methane monooxygenase, Thermodynamics, Molecular physics, Ab initio and Antiferromagnetism. His Molecular physics research incorporates themes from Spin, Condensed matter physics, Inductive coupling and Dimer. His Diradical study integrates concerns from other disciplines, such as Yield and Molecular orbital.
His primary areas of investigation include Crystallography, Oxygen-evolving complex, Photosystem II, Cluster and Computational chemistry. His Crystallography research focuses on Spin states and how it relates to Antiferromagnetism and Heisenberg model. The study incorporates disciplines such as Ion and Manganese in addition to Cluster.
His Computational chemistry research incorporates elements of Symmetry breaking, Chemical bond, Singlet state and Physical chemistry. His biological study spans a wide range of topics, including Oxygen evolution, Diradical, Molecular orbital and Reaction mechanism. His study on Molecular orbital also encompasses disciplines like
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A spin correction procedure for unrestricted Hartree-Fock and Møller-Plesset wavefunctions for singlet diradicals and polyradicals
K. Yamaguchi;F. Jensen;A. Dorigo;K.N. Houk.
Chemical Physics Letters (1988)
Ab initio computations of effective exchange integrals for H–H, H–He–H and Mn2O2 complex: comparison of broken-symmetry approaches
T. Soda;Y. Kitagawa;T. Onishi;Y. Takano.
Chemical Physics Letters (2000)
Theoretical Study on Second Hyperpolarizabilities of Phenylacetylene Dendrimer: Toward an Understanding of Structure−Property Relation in NLO Responses of Fractal Antenna Dendrimers
Masayoshi Nakano;Harunori Fujita;Masahiro Takahata;Kizashi Yamaguchi.
Journal of the American Chemical Society (2002)
The electronic structures of biradicals in the unrestricted Hartree-Fock approximation
Kizashi Yamaguchi.
Chemical Physics Letters (1975)
Distribution of odd electrons in ground-state molecules
Kazuo Takatsuka;Takayuki Fueno;Kizashi Yamaguchi.
Theoretical Chemistry Accounts (1978)
Second Hyperpolarizability (γ) of Singlet Diradical System: Dependence of γ on the Diradical Character
Masayoshi Nakano;Ryohei Kishi;Tomoshige Nitta;Takashi Kubo.
Journal of Physical Chemistry A (2005)
Electroconductive porous coordination polymer Cu[Cu(pdt)2] composed of donor and acceptor building units.
Shinya Takaishi;Miyuki Hosoda;Takashi Kajiwara;Hitoshi Miyasaka.
Inorganic Chemistry (2009)
A general algorithm for calculation of Heisenberg exchange integrals J in multispin systems
M. Shoji;K. Koizumi;Y. Kitagawa;T. Kawakami.
Chemical Physics Letters (2006)
Ab Initio MO Calculations of Effective Exchange Integrals between Transition-Metal Ions via Oxygen Dianions: Nature of the Copper-Oxygen Bonds and Superconductivity
Kizashi Yamaguchi;Yoichi Takahara;Takayuki Fueno;Keiichiro Nasu.
Japanese Journal of Applied Physics (1987)
MOLECULAR ORBITAL (MO) THEORY FOR MAGNETICALLY INTERACTING ORGANIC COMPOUNDS. AB-INITIO MO CALCULATIONS OF THE EFFECTIVE EXCHANGE INTEGRALS FOR CYCLOPHANE-TYPE CARBENE DIMERS
Kizashi Yamaguchi;Hiroaki Fukui;Takayuki Fueno.
Chemistry Letters (1986)
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