Pages that link to "Item:Q315901"

The following pages link to Charge quantization from a number operator (Q315901):

Displaying 18 items.

• Leptons, quarks, and gauge from the complex Clifford algebra \(\mathbb {C}\ell _6\) (Q1668583) (← links)
• \(\mathbb{R} \otimes \mathbb{C}\otimes \mathbb{H}\otimes \mathbb{O}\)-valued gravity as a grand unified field theory (Q1728288) (← links)
• Three generations, two unbroken gauge symmetries, and one eight-dimensional algebra (Q1989744) (← links)
• Using raising and lowering operators from geometric algebra for electroweak theory in particle physics (Q2010533) (← links)
• Noncommutative probability and multiplicative cascades (Q2038301) (← links)
• On Jordan-Clifford algebras, three fermion generations with Higgs fields and a \(\mathrm{SU}(3) \times \mathrm{SU}(2)_L \times \mathrm{SU}(2)_R \times \mathrm{U}(1)\) model (Q2047496) (← links)
• One generation of standard model Weyl representations as a single copy of \(\mathbb{R} \otimes \mathbb{C} \otimes \mathbb{H} \otimes \mathbb{O}\) (Q2119623) (← links)
• The unified standard model (Q2204133) (← links)
• On \(\mathbf{C} \otimes \mathbf{H} \otimes \mathbf{O}\)-valued gravity, sedenions, Hermitian matrix geometry and nonsymmetric Kaluza-Klein theory (Q2274727) (← links)
• Division algebraic symmetry breaking (Q2672836) (← links)
• Unification mechanism for gauge and spacetime symmetries (Q2979703) (← links)
• About electrodynamics, standard model and the quantization of the electrical charge (Q4562454) (← links)
• A demonstration that electroweak theory can violate parity automatically (leptonic case) (Q4603688) (← links)
• The Einstein–Infeld–Hoffmann legacy in mathematical relativity II. Quantum laws of motion for singularities of spacetime (Q5216964) (← links)
• Octions: An <i>E</i>8 description of the Standard Model (Q5884811) (← links)
• Left-right symmetric fermions and sterile neutrinos from complex split biquaternions and bioctonions (Q6039688) (← links)
• Gauge theory on fiber bundle of hypercomplex algebras (Q6173608) (← links)
• Some recent results for SU(3) and octonions within the geometric algebra approach to the fundamental forces of nature (Q6496096) (← links)