Abstract
Single-loop effective action for R{sup 2} gravity model is studied. Background Kaluza-Klein space represents the direct product of four-dimensional Minkowski space by N-dimensional S{sup N} sphere. A new gauge, where noncommutative nonminimal operators are reduced to laplacians on M{sup 4} (Minkowski space) and S{sup N} spheres, is presented. Compactification radius for some (even) values of N was determined. 33 refs.
Citation Formats
Granda, L N, and Pyzh, V M.
Effective action in R{sup 2} gravity and spontaneous compactification.
Ukraine: N. p.,
1990.
Web.
Granda, L N, & Pyzh, V M.
Effective action in R{sup 2} gravity and spontaneous compactification.
Ukraine.
Granda, L N, and Pyzh, V M.
1990.
"Effective action in R{sup 2} gravity and spontaneous compactification."
Ukraine.
@misc{etde_10145310,
title = {Effective action in R{sup 2} gravity and spontaneous compactification}
author = {Granda, L N, and Pyzh, V M}
abstractNote = {Single-loop effective action for R{sup 2} gravity model is studied. Background Kaluza-Klein space represents the direct product of four-dimensional Minkowski space by N-dimensional S{sup N} sphere. A new gauge, where noncommutative nonminimal operators are reduced to laplacians on M{sup 4} (Minkowski space) and S{sup N} spheres, is presented. Compactification radius for some (even) values of N was determined. 33 refs.}
place = {Ukraine}
year = {1990}
month = {Dec}
}
title = {Effective action in R{sup 2} gravity and spontaneous compactification}
author = {Granda, L N, and Pyzh, V M}
abstractNote = {Single-loop effective action for R{sup 2} gravity model is studied. Background Kaluza-Klein space represents the direct product of four-dimensional Minkowski space by N-dimensional S{sup N} sphere. A new gauge, where noncommutative nonminimal operators are reduced to laplacians on M{sup 4} (Minkowski space) and S{sup N} spheres, is presented. Compactification radius for some (even) values of N was determined. 33 refs.}
place = {Ukraine}
year = {1990}
month = {Dec}
}