An instanton-like solution is considered for a class of two-dimensional conformal model with Liouville term. The model expressed here is a new higher-dimensional model with scalar-spinor interaction on even-dimensional spaces, and is a generalization of the even-dimensional Fujii model. A recurrence relation for the Fujii model and coupling constant's indices between relations with interaction constant is extracted. The behavior of Gürsey, Akdeniz-Smailagi' c and Fujii coupling constants in 4-dimensional conformal models are examined.
"2n-dimensional at Fujii model instanton-like solutions and coupling constant's role between instantons with higher derivatives,"
Turkish Journal of Physics: Vol. 35:
2, Article 10.
Available at: https://journals.tubitak.gov.tr/physics/vol35/iss2/10