AbstractWe study the ADHM construction of (anti-)self-dual instantons in eight dimensions. We propose a general scheme to construct the (anti-)self-dual gauge field configurations F∧F=±⁎8F∧F whose finite topological charges are given by the fourth Chern number. We show that our construction reproduces the known SO(8) one-instanton solution. We also construct multi-instanton solutions of the 't Hooft and the Jackiw–Nohl–Rebbi (JNR) types in the dilute instanton gas approximation. The well-separated configurations of multi-instantons reproduce the correct topological charges with high accuracy. We also show that our construction is generalized to (anti-)self-dual instantons in 4n (n=3,4,…) dimensions
International audienceWe present a simple compact formula for a topologically nontrivial map S7→Spin...
Kähler-Chern-Simons theory, which was proposed as a generalization of ordinary Chern-Simons theory, ...
AbstractWe consider an eight-dimensional local octonionic theory with the seven-sphere playing the r...
We study the ADHM construction of (anti-)self-dual instantons in eight dimensions. We propose a gene...
AbstractWe study the ADHM construction of (anti-)self-dual instantons in eight dimensions. We propos...
Abstract The ADHM construction is a very strong scheme to construct the instantons in four dimension...
We apply the ADHM instanton construction to SU(2) gauge theory on T n × R 4−n for n=1,2,3,4 . To do ...
We apply the ADHM instanton construction to SU(2) gauge theory on T n × R 4−n for n=1,2,3,4 . To do ...
We apply the ADHM instanton construction to SU(2) gauge theory on T"n x R"4"-"n ...
We apply the ADHM instanton construction to SU(2) gauge theory on T^n x R^(4-n)for n=1,2,3,4. To do ...
AbstractWe consider an eight-dimensional local octonionic theory with the seven-sphere playing the r...
AbstractThe ADHM constraints which implicitly specify instanton gauge field configurations are solve...
We give a theta-deformed version of the ADHM construction of instantons with arbitrary topological c...
International audienceWe present a simple compact formula for a topologically nontrivial map S7→Spin...
International audienceWe present a simple compact formula for a topologically nontrivial map S7→Spin...
International audienceWe present a simple compact formula for a topologically nontrivial map S7→Spin...
Kähler-Chern-Simons theory, which was proposed as a generalization of ordinary Chern-Simons theory, ...
AbstractWe consider an eight-dimensional local octonionic theory with the seven-sphere playing the r...
We study the ADHM construction of (anti-)self-dual instantons in eight dimensions. We propose a gene...
AbstractWe study the ADHM construction of (anti-)self-dual instantons in eight dimensions. We propos...
Abstract The ADHM construction is a very strong scheme to construct the instantons in four dimension...
We apply the ADHM instanton construction to SU(2) gauge theory on T n × R 4−n for n=1,2,3,4 . To do ...
We apply the ADHM instanton construction to SU(2) gauge theory on T n × R 4−n for n=1,2,3,4 . To do ...
We apply the ADHM instanton construction to SU(2) gauge theory on T"n x R"4"-"n ...
We apply the ADHM instanton construction to SU(2) gauge theory on T^n x R^(4-n)for n=1,2,3,4. To do ...
AbstractWe consider an eight-dimensional local octonionic theory with the seven-sphere playing the r...
AbstractThe ADHM constraints which implicitly specify instanton gauge field configurations are solve...
We give a theta-deformed version of the ADHM construction of instantons with arbitrary topological c...
International audienceWe present a simple compact formula for a topologically nontrivial map S7→Spin...
International audienceWe present a simple compact formula for a topologically nontrivial map S7→Spin...
International audienceWe present a simple compact formula for a topologically nontrivial map S7→Spin...
Kähler-Chern-Simons theory, which was proposed as a generalization of ordinary Chern-Simons theory, ...
AbstractWe consider an eight-dimensional local octonionic theory with the seven-sphere playing the r...