Updated on 2024/04/10

写真a

 
HAYAKAWA Masashi
 
Organization
Graduate School of Science Associate professor
Graduate School
Graduate School of Science
Undergraduate School
School of Science
Title
Associate professor

Degree 1

  1. 博士(理学) ( 1994.3 ) 

Research Interests 5

  1. lattice gauge theory

  2. anomalous magnetic dipole moment

  3. quantum chromodynamics (QCD)

  4. quantum electrodynamics (QED)

  5. gauge theory

Research Areas 1

  1. Others / Others  / elementary particle physics

Current Research Project and SDGs 1

  1. Study on quantum-mechanical dynamics of gauge theories

 

Papers 41

  1. Hadronic Light-by-Light Scattering Contribution to the Muon Anomalous Magnetic Moment from Lattice QCD Reviewed

    T.Blum, N.Christ, M.Hayakawa, T.Izubuchi, L.Jin, C.Jung and C.Lehner

    Physical Review Letters   Vol. 124 ( 1 ) page: 132002   2020.4

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    We report the first result for the hadronic light-by-light scattering contribution to the muon anomalous magnetic moment with all errors systematically controlled. Several ensembles using 2+1 flavors of physical mass Möbius domain-wall fermions, generated by the RBC and UKQCD collaborations, are employed to take the continuum and infinite volume limits of finite volume lattice QED+QCD. We find aμHLbL=7.87(3.06)stat(1.77)sys×10^{-10}. Our value is consistent with previous model results and leaves little room for this notoriously difficult hadronic contribution to explain the difference between the standard model and the BNL experiment.

    DOI: https://doi.org/10.1103/PhysRevLett.124.132002

    arXiv

  2. Connected and Leading Disconnected Hadronic Light-by-Light Contribution to the Muon Anomalous Magnetic Moment with a Physical Pion Mass Reviewed

    T.Blum, N.Christ, M.Hayakawa, T.Izubuchi, L.Jin, C.Jung and C.Lehner

    Physical Review Letters   Vol. 118 ( 2 ) page: 022005   2017.1

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    We report a lattice QCD calculation of the hadronic light-by-light contribution to the muon anomalous magnetic moment at physical pion mass. The calculation includes the connected diagrams and the leading, quark-line-disconnected diagrams. We incorporate algorithmic improvements developed in our previous work. The calculation was performed on the 48^3×96 ensemble generated with a physical-pion-mass and a 5.5 fm spatial extent by the RBC and UKQCD collaborations using the chiral, domain wall fermion (DWF) formulation. We find a_\mu(HLbL) =5.35(1.35)×10^{-10}, where the error is statistical only. The finite-volume and finite lattice-spacing errors could be quite large and are the subject of on-going research. The omitted disconnected graphs, while expected to give a correction of order 10%, also need to be computed.

    DOI: 10.1103/PhysRevLett.118.022005

    Research data storage URL: http://journals.aps.org/prl/pdf/10.1103/PhysRevLett.118.022005

    arXiv

  3. Hadronic light-by-light scattering contribution to the muon anomalous magnetic moment from lattice QCD Reviewed

    T.Blum, S.Chowdhury, M.Hayakawa and T.Izubuchi

    Physical Review Letters   Vol. 114 ( 1 ) page: 012001   2015.1

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    The most compelling possibility for a new law of nature beyond the four fundamental forces comprising the standard model of high-energy physics is the discrepancy between measurements and calculations of the muon anomalous magnetic moment. Until now a key part of the calculation, the hadronic light-by-light contribution, has only been accessible from models of QCD, the quantum description of the strong force, whose accuracy at the required level may be questioned. A first principles calculation with systematically improvable errors is needed, along with the upcoming experiments, to decisively settle the matter. For the first time, the form factor that yields the light-by-light scattering contribution to the muon anomalous magnetic moment is computed in such a framework, lattice QCD+QED and QED. A nonperturbative treatment of QED is used and checked against perturbation theory. The hadronic contribution is calculated for unphysical quark and muon masses, and only the diagram with a single quark loop is computed for which statistically significant signals are obtained. Initial results are promising, and the prospect for a complete calculation with physical masses and controlled errors is discussed.

    DOI: 10.1103/PhysRevLett.114.012001

  4. Tenth-Order QED Contribution to the Electron g-2 and an Improved Value of the Fine Structure Constant Reviewed

    Tatsumi Aoyama, Masashi Hayakawa, Toichiro Kinoshita, Makiko Nio

    Physical Review Letters   Vol. 109 ( 11 ) page: 111807   2012.9

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    DOI: 10.1103/PhysRevLett.109.111807

  5. Lattice Calculation of Hadronic Light-by-Light Contribution to the Muon Anomalous Magnetic Moment Reviewed

    T.Blum, N.Christ, M.Hayakawa, T.Izubuchi, L.Jin and C.Lehner

    Physical Review D   Vol. 93   page: 014503   2016.1

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    The quark-connected part of the hadronic light-by-light scattering contribution to the muon's anomalous magnetic moment is computed using lattice QCD with chiral fermions. We report several significant algorithmic improvements and demonstrate their effectiveness through specific calculations which show a reduction in statistical errors by more than an order of magnitude. The most realistic of these calculations is performed with a near-physical, 171 MeV pion mass on a (4.6fm)^3 spatial volume using the 323×64 Iwasaki+DSDR gauge ensemble of the RBC/UKQCD Collaboration.

    DOI: 10.1103/PhysRevD.93.014503

  6. Complete Tenth-Order QED Contribution to the Muon g-2 Reviewed

    Tatsumi Aoyama, Masashi Hayakawa, Toichiro Kinoshita, Makiko Nio2

    Physical Review Letters   Vol. 109 ( 11 ) page: 111808   2012.9

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    DOI: 10.1103/PhysRevLett.109.111808

  7. Electromagnetic mass splittings of the low lying hadrons and quark masses from 2+1 flavor lattice QCD+QED Reviewed

    T.Blum, R.Zhou, T.Doi, M.Hayakawa, T.Izubuchi, S.Uno and N.Yamada

    Physical Review D   Vol. 82   page: 094508   2010.11

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    We determine the masses of light quarks by computing the light pseudo-scalar bosons via lattice QCD + QED. We also show that the origin of mass difference between proton and neutron, which is the source of nucleosynthesis, can be obtained from the first principle of quantum field theory.

  8. Tenth-Order Electron Anomalous Magnetic Moment --- Contribution of Diagrams without Closed Lepton Loops Reviewed

    T.Aoyama, M.Hayakawa, T.Kinoshita and M.Nio

    Physical Review D   Vol. 91 ( 3 ) page: 033006   2015.2

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    The paper presents a detailed account of the evaluation of the electron anomalous magnetic moment, which arises from 6354 number of Feynman diagrams without closed lepton loops. The most precise value of the fine structure constant is also presented.

    DOI: 10.1103/PhysRevD.91.033006

  9. *Automated Calculation Scheme for alpha^n Contributions of QED to Lepton g-2: New Treatment of Infrared Divergence for Diagrams without Lepton Loops Reviewed

    Tatsumi Aoyama, Masashi Hayakawa, Toichiro Kinoshita, Makiko Nio

    Nuclear Physics B   Vol. 796   page: 184   2008

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    Theoretical computation of the tenth-order QED contribution to lepton g-2 is required for the most accurate determination of fine structure constant, strength of electromagnetic interaction. This needs computation of 12,672 number of complicated Feynman diagrams. It may cost you over 700 years if you write correct numerical programs for this computation. The goal of our group started our project to complete this computation within about five years three years ago by developing automation of almost whole computations. The paper is concerned with the remained part of this automation: treatment of infrared divergence from practical point of view.

  10. *Revised value of the eighth-order QED contribution to the anomalous magnetic moment of the electron Reviewed

    T.Aoyama, M.Hayakawa,T.Kinoshita,M.Nio

    Physical Review D   Vol. 77   page: 053012   2008.3

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    The author find that the value of the eighth-order QED contribution to the anomalous magnetic moment reported previously is incorrect
    and present its revised value.

  11. Full QED + QCD low-energy constants through reweighting Reviewed

    T.Ishikawa, T.Blum, M. Hayakawa, T. Izubuchi, C. Jung and R. Zhou

    Physical Review Letters   Vol. 109   page: 072002   2012.8

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    The effect of sea quark electromagnetic charge on meson masses is investigated, and first results for full QED+QCD low-energy constants are presented. The electromagnetic charge for sea quarks is incorporated in quenched QED+full QCD lattice simulations by a reweighting method. The reweighting factor, which connects quenched and unquenched QED, is estimated using a stochastic method on 2+1 flavor dynamical domain-wall quark ensembles.

    DOI: 10.1103/PhysRevLett.109.072002

  12. *QED in finite volume and finite size scaling effect on electromagnetic properties of hadrons Reviewed

    M. Hayakawa and S. Uno

    Progress of Theoretical Physics   Vol. 120   page: 413-441   2008.4

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    The finite volume effect is one of systematic errors contained in the hadronic quantities measured in the lattice (QCD + QED) simulations. We construct QED on finite volume and determine the size of this effect from the low energy effective theory of QCD and QED.

  13. Running coupling constant of ten-flavor QCD with the Schr\'odinger functional method Reviewed

    M. Hayakawa, K.-I.Ishikawa, S. Takeda, S. Uno, N. Yamada

    Physical Review D   Vol. 83   page: 074509   2011.4

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    We study the running gauge coupling constant of ten-flavor QCD by the lattice simulation. We give an evidence that the theyr possesses an infrared fixed point.

  14. * Revised value of the eighth-order electron g-2 Reviewed

    T. Aoyama, M. Hayakawa, T. Kinoshita and M. Nio

    Physical Review Letter   Vol. 99   page: 110406   2007.9

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    This paper reports the value for the magnitude of the magnetic dipole moment of a single electron to an accuracy of 1/1,000,000,000,000. It is well-known that an electron carries an electric charge. Together with its nonzero spin, this electric charge induces the magnetic dipole. The magnitude of the magnetic dipole moment can be calculated based on quantum electrodynamics (QED). We carry out the eighth-order perturbative calculation in QED. Using the latest value of magnetic dipole moment
    measured by a Harvard group, we obtain the best value for the fine structure constant, which represents the magnitude of the elementary process
    for the electric force.

  15. *Determination of light quark masses from the electromagnetic splitting of pseudoscalar meson masses computed with two-flavors of domain wall fermions Reviewed

    T. Blum, T. Doi, M. Hayakawa, T. Izubuchi, N. Yamada

    Physical Review D   Vol. 76   page: 114508   2007.8

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    We determine the values of up and down quarks from the lattice (QCD + QED) simulations formulated with domain wall fermions.

  16. Proper Eighth-Order Vacuum-Polarization Function and its Contribution to the Tenth-Order Lepton g-2 Reviewed

    T.Aoyama, M.Hayakawa, T.Kinoshita and M.Nio

    Physical Review D   Vol. 83 ( 5 ) page: 053053-1~053053-25   2011.3

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    We computed the contribution to lepton g-2
    which is induced through the eighth-order one-particle irreducible corrections to the vacuum polarization function by numerical means.

    DOI: 10.1103/PhysRevD.83.053003

  17. Tenth-order lepton g-2: Contribution from diagrams containing a sixth-order light-by-light-scattering subdiagram internally Reviewed

    T.Aoyama, K.Asano, M.Hayakawa, T.Kinoshita, M.Nio and N.Watanabe

    Physical Review D   Vol. 81   page: 053009   2010.3

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    This paper reports the result of our evaluation of the tenth-order QED correction to the lepton g-2 from Feynman diagrams which have sixth-order light-by-light-scattering subdiagrams, none of whose vertices couple to the external magnetic field. The gauge-invariant set of these diagrams, called Set II(e), consists of 180 vertex diagrams.

  18. Eighth-Order Vacuum-Polarization Function Formed by Two Light-by-Light-Scattering Diagrams and its Contribution to the Tenth-Order Electron g-2 Reviewed

    T.Aoyama, M.Hayakawa, T.Kinoshita, M.Nio and N.Watanabe

    Physical Review D   Vol. 78   page: 053005   2008.9

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    We have evaluated the contribution to the anomalous magnetic moment of the electron from six tenth-order Feynman diagrams which contain eighth-order vacuum-polarization function formed by two light-by-light scattering diagrams connected by three photons. The integrals are constructed by two different methods. In the first method the subtractive counter terms are used to deal with ultraviolet (UV) singularities together with the requirement of gauge-invariance. In the second method, the Ward-Takahashi identity is applied to the light-by-light scattering amplitudes to eliminate UV singularities. Numerical evaluation confirms that the two methods are consistent with each other within their numerical uncertainties.

  19. Tenth-order lepton g-2: Contribution of some fourth-order radiative corrections to the sixth-order g-2 containing light-by-light-scattering subdiagrams Reviewed

    T.Aoyama, M.Hayakawa, T.Kinoshita and M.Nio

    Physical Review D   Vol. 82   page: 113004   2010.12

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    We computed the contribution of tenth-order QED correction to lepton g-2, caused by the Feynman diagrams which are obtained as the fourth-order radiative correction to the sixth-order light-by-light scattering subdiagram.

  20. Tenth-Order QED contribution to Lepton Anomalous Magnetic Moment - Fourth-Order Vertices Containing Sixth-Order Vacuum-Polarization Subdiagrams Reviewed

    T.Aoyama,M.Hayakawa,T.Kinoshita and M.Nio

    Physical Review D   Vol. 83 ( 5 ) page: 053002-1~053002-16   2011.3

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    We report the results for the tenth-order QED contribution to the electron g-2 and the muon g-2, induced from the Feynman diagrams which are obtained by inserting sixth-order vacuum polarization subdiagrams into the fourth-order vertex diagrams.

    DOI: 10.1103/PhysRevD.83.053002

  21. Tenth-Order Lepton Anomalous Magnetic Moment -- Sixth-Order Vertices Containing Vacuum-Polarization Subdiagrams Reviewed

    T.Aoyama,M.Hayakawa,T.Kinoshita and M.Nio

    Physical Review D   Vol. 84 ( 5 ) page: 053003-1~053003-5   2011.9

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    We report the results for the tenth-order QED contribution to the electron g-2 and the muon g-2, induced from the Feynman diagrams which are obtained by inserting vacuum polarizations into the sixth-order vertex diagrams.

    DOI: 10.1103/PhysRevD.84.053003

  22. Tenth-Order Lepton Anomalous Magnetic Moment - Second-Order VertexContaining Two Vacuum Polarization Subdiagrams, One Within the Other Reviewed

    T.Aoyama, M.Hayakawa, T.Kinoshita and M.Nio

    Physical Review D   Vol. 78   page: 113006   2008.12

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    This paper reports the tenth-order QED contribution to the g-2 of electron and muon from two gauge-invariant sets: Set I(g) and Set I(h). In the case of electron g-2, Set I(g) consists of nine Feynman diagrams which have a fourth-order vacuum-polarization loop containing another fourth-order vacuum-polarization loop. Set I(h) consists of 30 Feynman diagrams which have a proper sixth-order vacuum-polarization loop containing a second-order vacuum-polarization loop.

  23. Tenth-Order QED Lepton Anomalous Magnetic Moment --- Eighth-Order Vertices Containing a Second-Order Vacuum Polarization Reviewed

    T.Aoyama,M.Hayakawa,T.Kinoshita and M.Nio

    Physical Review D   Vol. 85 ( 3 ) page: 033007-1~033007-17   2012.2

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    We report the results for the tenth-order QED contribution to the lepton g-2, induced from the Feynman diagrams which are obtained by inserting the vacuum polarization subdiagram into the eighth-order vertex diagrams.

    DOI: 10.1103/PhysRevD.85.033007

  24. Tenth-Order QED Contribution to the Lepton Anomalous Magnetic Moment -- Sixth-Order Vertices Containing an Internal Light-by-Light-Scattering Subdiagram Reviewed

    T.Aoyama,M.Hayakawa,T.Kinoshita and M.Nio

    Physical Review D   Vol. 85 ( 9 ) page: 093013-1~093013-12   2012.5

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    We report the results for the tenth-order QED contribution to the electron g-2 and the muon g-2, induced from the Feynman diagrams which are obtained by inserting the light-by-light scattering subdiagrams into the sixth-order vertex diagrams.

    DOI: 10.1103/PhysRevD.85.093013

  25. The anomalous magnetic moment of the muon in the Standard Model Reviewed International coauthorship

    T. Aoyama, N. Asmussen, M. Benayoun, J. Bijnens, T. Blum, M. Bruno, I. Caprini, C. M. Carloni Calame, M. Cè, G. Colangelo, F. Curciarello, H. Czyż, I. Danilkin, M. Davier, C. T. H. Davies, M. Della Morte, S. I. Eidelman, A. X. El-Khadra, A. Gérardin, D. Giusti, M. Golterman, Steven Gottlieb, V. Gülpers, F. Hagelstein, M. Hayakawa, G. Herdoíza, D. W. Hertzog, A. Hoecker, M. Hoferichter, B.-L. Hoid, R. J. Hudspith, F. Ignatov, T. Izubuchi, F. Jegerlehner, L. Jin, A. Keshavarzi, T. Kinoshita, B. Kubis, A. Kupich, A. Kupść, L. Laub, C. Lehner, L. Lellouch, I. Logashenko, B. Malaescu, K. Maltman, M. K. Marinković, P. Masjuan, A. S. Meyer, H. B. Meyer, T. Mibe, K. Miura, S. E. Müller, M. Nio, D. Nomura, A. Nyffeler, V. Pascalutsa, M. Passera, E. Perez del Rio, S. Peris, A. Portelli, M. Procura, C. F. Redmer, B. L. Roberts, P. Sánchez-Puertas, S. Serednyakov, B. Shwartz, S. Simula, D. Stöckinger, H. Stöckinger-Kim, P. Stoffer, T. Teubner, R. Van de Water, M. Vanderhaeghen, G. Venanzoni, G. von Hippel, H. Wittig, Z. Zhang, M. N. Achasov, A. Bashir, N. Cardoso, B. Chakraborty, E.-H. Chao, J. Charles, A. Crivellin, O. Deineka, A. Denig, C. DeTar, C. A. Dominguez, A. E. Dorokhov, V. P. Druzhinin, G. Eichmann, M. Fael, C. S. Fischer, E. Gámiz, Z. Gelzer, J. R. Green, S. Guellati-Khelifa, D. Hatton, N. Hermansson-Truedsson et al. (32 additional authors not shown)

    Physics Reports   Vol. 887 ( 3 ) page: 1 - 166   2020.12

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    DOI: 10.1016/j.physrep.2020.07.006

    Other Link: https://arxiv.org/pdf/2006.04822.pdf

  26. Toichiro Kinoshita 1925–2023, Thinking of the highest order Invited Reviewed

    T.Aoayama, M.Hayakawa and M.Nio

    CERN Courier   Vol. 63 ( 6 ) page: 37 - 37   2023.11

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  27. The anomalous magnetic moment of the muon in the Standard Model

    Aoyama T., Asmussen N., Benayoun M., Bijnens J., Blum T., Bruno M., Caprini I, Calame C. M. Carloni, Ce M., Colangelo G., Curciarello F., Czyz H., Danilkin I, Davier M., Davies C. T. H., Della Morte M., Eidelman S. I, El-Khadra A. X., Gerardin A., Giusti D., Golterman M., Gottlieb Steven, Gulpers V, Hagelstein F., Hayakawa M., Herdoiza G., Hertzog D. W., Hoecker A., Hoferichter M., Hoid B-L, Hudspith R. J., Ignatov F., Izubuchi T., Jegerlehner F., Jin L., Keshavarzi A., Kinoshita T., Kubis B., Kupich A., Kupsc A., Laub L., Lehner C., Lellouch L., Logashenko I, Malaescu B., Maltman K., Marinkovic M. K., Masjuan P., Meyer A. S., Meyer H. B., Mibe T., Miura K., Muller S. E., Nio M., Nomura D., Nyffeler A., Pascalutsa V, Passera M., del Rio E. Perez, Peris S., Portelli A., Procura M., Redmer C. F., Roberts B. L., Sanchez-Puertas P., Serednyakov S., Shwartz B., Simula S., Stoeckinger D., Stoeckinger-Kim H., Stoffer P., Teubner T., Van de Water R., Vanderhaeghen M., Venanzoni G., von Hippel G., Wittig H., Zhang Z., Achasov M. N., Bashir A., Cardoso N., Chakraborty B., Chao E-H, Charles J., Crivellin A., Deineka O., Denig A., DeTar C., Dominguez C. A., Dorokhov A. E., Druzhinin V. P., Eichmann G., Fael M., Fischer C. S., Gamiz E., Gelzer Z., Green J. R., Guellati-Khelifa S., Hatton D., Hermansson-Truedsson N., Holz S., Horz B., Knecht M., Koponen J., Kronfeld A. S., Laiho J., Leupold S., Mackenzie P. B., Marciano W. J., McNeile C., Mohler D., Monnard J., Neil E. T., Nesterenko A. V, Ottnad K., Pauk V, Radzhabov A. E., de Rafael E., Raya K., Risch A., Rodriguez-Sanchez A., Roig P., San Jose T., Solodov E. P., Sugar R., Todyshev K. Yu, Vainshtein A., Aviles-Casco A. Vaquero, Weil E., Wilhelm J., Williams R., Zhevlakov A. S.

    PHYSICS REPORTS-REVIEW SECTION OF PHYSICS LETTERS   Vol. 887   page: 1 - 166   2020.12

  28. Hadronic Light-by-Light Scattering Contribution to the Muon Anomalous Magnetic Moment from Lattice QCD

    Blum Thomas, Christ Norman, Hayakawa Masashi, Izubuchi Taku, Jin Luchang, Jung Chulwoo, Lehner Christoph

    PHYSICAL REVIEW LETTERS   Vol. 124 ( 13 )   2020.4

  29. Using infinite volume, continuum QED and lattice QCD for the hadronic light-by-light contribution to the muon anomalous magnetic moment Reviewed

    T.Blum, N.Christ, M.Hayakawa, T.Izubuchi, L.Jin, C.Jung, C.Lehner

    Physical Review D   Vol. 96 ( 3 ) page: 034515   2017.8

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    DOI: 10.1103/PhysRevD.96.034515

    arXiv

  30. The connected and leading disconnected diagrams of the hadronic light-by-light contribution to muon g - 2 Reviewed

    L.Jin, T.Blum, N.Christ, M.Hayakawa, T.Izubuchi, C.Jung and C.Lehner

    Proceedings of Science   Vol. LATTICE2016   page: 181   2017

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    arXiv

  31. On calculating disconnected-type hadronic light-by-light scattering diagrams from lattice QCD Reviewed

    M.Hayakawa, T.Blum, N.H.Christ, T.Izubuchi, L.C.Jin and C.Lehner

    Pos LATTICE   Vol. 2015   page: 104   2016

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    For reliable comparison of the standard model prediction to the muon g-2 with its experimental value, the hadronic light-by-light scattering (HLbL) contribution must be calculated by lattice QCD simulation. HLbL contribution has many types of disconnected-type diagrams. Here, we start with recalling the point that must be taken care of in every method to calculate them by lattice QCD, and present one concrete method called nonperturbative QED method.

    arXiv

  32. Hadronic Light by Light Contributions to the Muon Anomalous Magnetic Moment With Physical Pions Reviewed

    L.Jin, T.Blum, N.Christ, M.Hayakawa, T.Izubuchi and C.Lehner

    PoS LATTICE   Vol. 2015   page: 103   2016

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    We will describe how lattice methods are well-suited to provide a first-principle's result for the hadronic light by light contribution, the various numerical strategies that are presently being used to evaluate it, our current results and the important remaining challenges which must be overcome.

    arXiv

  33. The connected and leading disconnected diagrams of the hadronic light-by-light contribution to muon g - 2 Reviewed

    L.Jin, T.Blum, N.Christ, M.Hayakawa, T.Izubuchi, C.Jung, C.Lehner

    Proceedings of Science, LATTICE   Vol. 2016   page: 181   2016

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    arXiv

  34. Lattice Study on quantum-mechanical dynamics of two-color QCD with six light flavors Reviewed

    M.Hayakawa, K.-I.Ishikawa, S.Takeda, M.Tomii and N.Yamada

    Physical Review D   Vol. 88 ( 9 ) page: 094506   2013.11

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    DOI: 10.1103/PhysRevD.88.094506

  35. Running coupling constant and mass anomalous dimension of six-flavor SU(2) gauge theory Reviewed

    M.Hayakawa, K.-I.Ishikawa, S.Takeda and N.Yamada

    Physical Review D   Vol. 88 ( 9 ) page: 094504   2013.11

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    DOI: 10.1103/PhysRevD.88.094504

  36. Non-degenerate light quark masses from 2+1f lattice QCD+QED

    S.Drury, T.Blum, M.Hayakawa, T.Izubuchi, C.Sachrajda and R.Zhou

    Proceedings of Science, LATTICE   Vol. 2013   page: 268   2013

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  37. Lattice study on chiral dynamics of two-color six-flavors QCD

    M.Tomii, M.Hayakawa, K.I.Ishikawa, S.Takeda and N.Yamada

    Proceedings of Science, LATTICE   Vol. 2013   page: 068   2013

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  38. Update on the hadronic light-by-light contribution to the muon g-2 and inclusion of dynamically charged sea quarks

    T.Blum, M.Hayakawa and T.Izubuchi

    Proceedings of Science   Vol. 2013   page: 439   2013

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  39. Quantum electrodynamics calculation of lepton anomalous magnetic moments: Numerical approach to the perturbation theory of QED Invited Reviewed

    T. Aoyama, M. Hayakawa, T. Kinoshita and M. Nio

    Progress of Theoretical and Experimental Physics   Vol. 2012   page: 01A107   2012.11

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    In this review, we summarize the results of our numerical work carried out over nearly ten years on the complete determination of the 10th-order contribution to the anomalous magnetic moments of leptons in the perturbation theory of quantum electrodynamics. Our approach is based on a reorganized renormalization method in which no divergent quantities appear explicitly in any part of the calculation, which is crucial for the feasibility of numerical integration. The enormous number of 10th-order diagrams and the complexity of the renormalization procedure are such that we could not have handled this problem without the development of an automated code-generating algorithm. The systematic approach to these problems is described in some detail.

    DOI: 10.1093/ptep/pts030

  40. Hadronic corrections to the muon anomalous magnetic moment from lattice QCD

    T.Blum, M.Hayakawa and T.Izubuchi

      Vol. 2012   page: 040   2012

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    After a brief self-contained introduction to the muon anomalous magnetic momen, we review the status of lattice calculations of the hadronic vacuum polarization contribution and present first results from lattice QCD for the hadronic light-by-light scattering contribution. The signal for the latter is consistent with model calculations. While encouraging, the statistical error is large and systematic errors are mostly uncontrolled. The method is applied first to pure QED as a check.

  41. lattice study on two-color QCD with six flavors of dynamical quarks

    M.Hayakawa, K.-I.~Ishikawa, Y.Osaki, S.Takeda and N.Yamada

    PoS LATTICE   Vol. 2012   page: 040   2012

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    Authorship:Lead author   Language:English   Publishing type:Research paper (scientific journal)  

    We study the dynamics of SU(2) gauge theory with six Dirac fermions by means of lattice simulation to investigate if they are appropriate to realization of electroweak symmetry breaking. The discrete analogue of beta function for the running coupling constant defined under the Schrödinger functional boundary condition are computed on the lattices up to linear size of L/a = 24 and preclude the existence of infrared fixed point below g2 ~ 7.6. Gluonic observables such as heavy quark potential, string tension, Polyakov loop suggest that the target system is in the confining phase even in the massless quark limit.

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Books 2

  1. サイエンス探究シリーズ 偉人たちの挑戦3 物理学編Ⅱ Reviewed

    ( Role: Contributor ,  坂田昌一)

    東京電機大学出版局  2022.7  ( ISBN:9784501633608

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    Language:Japanese Book type:Textbook, survey, introduction

  2. Theory of Anomalous Magnetic Dipole Moments of the Electron

    Masashi Hayakawa( Role: Sole author)

    Springer  2014.1 

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    Language:English

KAKENHI (Grants-in-Aid for Scientific Research) 4

  1. Anomalous magnetic dipole moment of lepton from quantum electrodynamics

    2004.10

    Grant-in-Aid for Scientific Research 

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    Authorship:Coinvestigator(s) 

  2. ミュー粒子異常磁気能率におけるQCD効果の理解

    2020.4 - 2023.3

    科学研究費補助金 

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    Authorship:Principal investigator 

  3. ミュー粒子の異常磁気能率におけるQCD力学の格子計算方法の開拓

    2013.4 - 2016.3

    科学研究費補助金 

    早川雅司

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    Authorship:Principal investigator 

    素粒子の標準模型の精密検証を推進する上で、ミュー粒子の異常磁気能率も一つの有効な量である。ただし、現時点では、クォーク、及びそれらを結びつける強い相互作用のゲージ理論であるQCDの非摂動かる量子論的な力学に関する定量性の欠如に由来する理論的不定性が大きく、検証の精密化を図る上で最も大きな障害となっている。本研究の目的は、このQCDの力学を数値シミュレーションにより評価する上で実際的な方法を開拓することである。その上で、ミュー粒子の異常磁気能率が未知の素粒子構造の存在を感知する物理量として役割を果たすために必要な精度で、同寄与からの予言値を得ることを目標をする。

  4. ゲージ理論の量子論的力学の解明                         

    2008

    科学研究費補助金  基盤研究(C),課題番号:20540261

    早川 雅司

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    Authorship:Principal investigator 

 

Teaching Experience (On-campus) 53

  1. 素粒子物理学2

    2022

  2. 場の理論1

    2022

  3. 場の理論2

    2022

  4. 素核セミナー1

    2022

  5. 素粒子宇宙物理学セミナー5

    2022

  6. [G30] 素粒子宇宙物理学セミナー5

    2024

  7. 素核セミナー1

    2024

  8. 素粒子物理学Ⅱ

    2024

  9. 場の理論1

    2024

  10. 場の理論2

    2024

  11. 素粒子物理学2

    2021

  12. Seminar in particle physics and Astrophysics 5

    2021

  13. 素核セミナー1

    2021

  14. 場の理論2

    2021

  15. 場の理論1

    2021

  16. 素粒子物理学2/場の理論1

    2020

  17. 素核セミナー

    2020

  18. 場の理論2

    2020

  19. 場の理論2

    2019

  20. 素核セミナー

    2019

  21. 素粒子物理学2/場の理論1

    2019

  22. 場の理論2

    2018

  23. 素核セミナー

    2018

  24. 素粒子物理学2/場の理論1

    2018

  25. 素粒子物理学2/場の理論1

    2017

  26. 素核セミナー

    2017

  27. 場の理論2

    2017

  28. 場の理論2

    2016

  29. 素核セミナー

    2016

  30. 素粒子物理学2/場の理論1

    2016

  31. 場の理論2

    2015

  32. 素核セミナー

    2015

  33. 素粒子物理学2/場の理論1

    2015

  34. 場の理論2

    2014

  35. 素粒子物理学2/場の理論1

    2014

  36. 素核セミナー

    2014

  37. 場の理論2

    2013

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    素粒子物理学2/場の理論1に引き続き、場の量子論に関する基礎的事項を学ぶ。

  38. 素核セミナー

    2013

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    ゼミ形式で場の量子論の基礎に関する基礎を習得していく。

  39. 素粒子物理学2/場の理論1

    2013

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    素粒子物理学の理論研究を推進する上での「言語/文法」である「場の量子論」の概念と基礎を学ぶ。

  40. 基礎セミナーB

    2012

  41. Quantum field theory II

    2012

  42. Quantum field theory II

    2012

  43. elementary particle physics II / field theory I

    2012

  44. 場の理論2

    2011

  45. 場の理論1

    2011

  46. 基礎セミナーA

    2009

  47. advanced course of physics I

    2009

  48. elementary particle physics I

    2009

  49. 素粒子物理学Ⅰ

    2008

  50. Seminar on elementary particle physics and nuclear physics

    2008

  51. Elementary Particle Physics (A)

    2008

  52. seminar on elementary particle physics and nulear physics

    2007

  53. 素粒子物理学Ⅰ

    2007

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