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[1]
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Clifford odd and even objects offer description of internal space of fermions and bosons, respectively, opening new insight into the second quantization of fields
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Journal of Physics: Conference Series,
2023 |
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[2]
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How far has so far the Spin-Charge-Family theory succeeded to offer the explanation for the observed phenomena in elementary particle physics and cosmology
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arXiv preprint arXiv:2312.14946,
2023 |
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[3]
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Clifford odd and even objects offer the description of the internal space of fermions and bosons, respectively, opening new insight into the second quantization of fields
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arXiv preprint arXiv:2210.07004,
2022 |
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[4]
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How Clifford algebra can help understand second quantization of fermion and boson fields
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arXiv preprint arXiv:2210.06256,
2022 |
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[5]
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How do Clifford algebras show the way to the second quantized fermions with unified spins, charges and families, and to the corresponding second quantized vector …
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arXiv preprint arXiv:2112.04378,
2021 |
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[6]
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How does Clifford algebra show the way to the second quantized fermions with unified spins, charges and families, and with vector and scalar gauge fields beyond the …
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2021 |
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[7]
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The attributes of the Spin-Charge-Family theory giving hope that the theory offers the next step beyond the Standard Model
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2021 |
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[8]
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How far has so far Spin-Charge-Family theory succeeded to explain Standard Model assumptions, matter-antimatter asymmetry, appearance of Dark Matter, second …
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2020 |
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[9]
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Relations between Clifford algebra and Dirac matrices in the presence of families
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2020 |
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[10]
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Understanding the second quantization of fermions in Clifford and in Grassmann space--New way of second quantization of fermions, Part II
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2020 |
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[11]
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12 Relations Between Clifford Algebra and Dirac Matrices⋆
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Proceedings,
2019 |
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[12]
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The symmetry of mass matrices predicted by the spin-charge-family theory --- --- remains in all loop corrections
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2019 |
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[13]
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The symmetry of 4× 4 mass matrices predicted by the spin-charge-family theory—SU (2)× SU (2)× U (1)—remains in all loop corrections
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2019 |
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[14]
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Understanding the Second Quantization of Fermions in Clifford and in Grassmann Space—New Way of Second Quantization of Fermions—Part II
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2019 |
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[15]
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Understanding the Second Quantization of Fermions in Clifford and in Grassmann Space—New Way of Second Quantization of Fermions—Part I
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2019 |
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[16]
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6 The γ a Matrices,˜ γ a Matrices and Generators of Lorentz Rotations in Clifford Space—Determining in the Spin-charge-family Theory Spins, Charges and Families of …
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2018 |
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[17]
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Understanding nature with the spin-charge-family theory
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International Journal of Modern Physics A,
2018 |
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[18]
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8 Why Nature Made a Choice of Clifford and not Grassmann Coordinates⋆
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Proceedings,
2018 |
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[19]
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2 On Triple-periodic Electrical Charge Distribution as a Model of Physical Vacuum and Fundamental Particles
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2018 |
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[20]
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7 Properties of Fermions With Integer Spin Described in Grassmann Space
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2018 |
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[21]
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9 Why Nature Made a Choice of Clifford and not Grassmann Coordinates?
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2018 |
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[22]
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Why nature made a choice of Clifford and not Grassmann coordinates
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2018 |
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[23]
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Fermionization, Number of Families
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2018 |
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[24]
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Representations in Grassmann space and fermion degrees of freedom
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2018 |
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[25]
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12 On Triple-periodic Electrical Charge Distribution as a Model of Physical Vacuum and Fundamental Particles
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Proceedings,
2018 |
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[26]
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16 The γa Matrices, γa Matrices and Generators of Lorentz Rotations in Clifford Space—Determining in the Spin-charge-family Theory Spins, Charges and …
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Proceedings,
2018 |
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[27]
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Understanding nature with the spin-charge-family theory, (How far has so far the Spin-Charge-Family theory succeeded to explain the Standard Model assumptions, the matter-antimatter asymmetry, the appearance of the Dark Matter, . . . , making several predictions)
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International Journal of Modern Physics A,
2018 |
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[28]
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17 Properties of Fermions With Integer Spin Described in Grassmann Space⋆
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Proceedings,
2018 |
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[29]
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THE SPIN-CHARGE-FAMILY THEORY OFFERS THE EXPLANATION FOR ALL THE ASSUMPTIONS OF THE STANDARD MODEL, FOR THE DARK MATTER, FOR …
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2017 |
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[30]
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3 The Symmetry of 4× 4 Mass Matrices Predicted by the Spin-charge-family Theory—SU (2)× SU (2)× U (1)—Remains in All Loop Corrections
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2017 |
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[31]
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The Spin-Charge-Family Theory
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2017 |
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[32]
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Spin-charge-family theory is offering next step in understanding elementary particles and fields and correspondingly universe
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Journal of Physics: Conference Series,
2017 |
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[33]
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The Spin-Charge-Family Theory Offers the explanation for all the Assumptions of the Standard Model, for the Dark Matter, for the Matter/Anti-matter Asymmetry, Making …
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2017 |
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[34]
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Fermions and bosons in the expanding universe by the spin-charge-family theory
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2017 |
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[35]
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Gauge fields with respect to $ $ d=(3+ 1) $ $ d=(3+ 1) in the Kaluza–Klein theories and in the spin-charge-family theory
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The European Physical Journal C,
2017 |
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[36]
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The Spin‐Charge‐Family Theory Offers Understanding of the Triangle Anomalies Cancellation in the Standard Model
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Fortschritte der Physik,
2017 |
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[37]
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7 Fermions and Bosons in the Expanding Universe by the Spin-charge-family theory
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2017 |
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[38]
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Fermions and Bosons in the Expanding Universe by the Spincharge-family theory
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2017 |
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[39]
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Fermionization in an Arbitrary Number of Dimensions
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arXiv preprint arXiv:1602.03175,
2016 |
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[40]
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Degrees of freedom of massless boson and fermion fields in any even dimension
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2016 |
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[41]
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The Spin-Charge-Family theory offers the explanation for all the assumptions of the Standard model, for the Dark matter, for the Matter-antimatter asymmetry, making …
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2016 |
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[42]
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The spin-charge-family theory offers understanding of the triangle anomalies cancellation in the standard model
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2016 |
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[43]
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7 Do Present Experiments Exclude the Fourth Family Quarks as Well as the Existence of More Than One Scalar?
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Proceedings,
2016 |
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[44]
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7 How Far has so Far the Spin-Charge-Family Theory Succeeded To explain the Standard Model Assumptions, the Matter-Antimatter Asymmetry, the …
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What Comes Beyond the Standard Models,
2004 |
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[45]
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14 Fermionization, Number of Families
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2004 |
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