Victor W. Guillemin
Harvard University
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Letters in Mathematical Physics | 1986
Victor W. Guillemin; Shlomo Sternberg
There is an SO(3, 3)-invariant integral transform mapping volume forms on ℝP3 into two-forms on the conformal compactification of ℝ2.2. The range of this transform is the space self-dual solutions of the ℝ2.2 Maxwells equations. Moreover, using this transform, one gets a simple description of the null solutions of Maxwells equations, analogous to the Robinson-Kerr description of the null solutions of Maxwells equations on ℝ3, 1.
Archive | 1999
Victor W. Guillemin; Shlomo Sternberg
Archive | 1987
Izrail Moiseevich Gelfand; Semen Grigor’evich Gindikin; Victor W. Guillemin; Aleksandr A. Kirillov; Bertram Kostant; Shlomo Sternberg
Archive | 1987
Izrail Moiseevich Gelfand; Semen Grigor’evich Gindikin; Victor W. Guillemin; Aleksandr A. Kirillov; Bertram Kostant; Shlomo Sternberg
Archive | 1987
Izrail Moiseevich Gelfand; Semen Grigor’evich Gindikin; Victor W. Guillemin; Aleksandr A. Kirillov; Bertram Kostant; Shlomo Sternberg
Archive | 1987
Izrail Moiseevich Gelfand; Semen Grigor’evich Gindikin; Victor W. Guillemin; Aleksandr A. Kirillov; Bertram Kostant; Shlomo Sternberg
Archive | 1987
Izrail Moiseevich Gelfand; Semen Grigor’evich Gindikin; Victor W. Guillemin; Aleksandr A. Kirillov; Bertram Kostant; Shlomo Sternberg
Archive | 1987
Izrail Moiseevich Gelfand; Semen Grigor’evich Gindikin; Victor W. Guillemin; Aleksandr A. Kirillov; Bertram Kostant; Shlomo Sternberg
Archive | 1987
Izrail Moiseevich Gelfand; Semen Grigor’evich Gindikin; Victor W. Guillemin; Aleksandr A. Kirillov; Bertram Kostant; Shlomo Sternberg
Archive | 1987
Izrail Moiseevich Gelfand; Semen Grigor’evich Gindikin; Victor W. Guillemin; Aleksandr A. Kirillov; Bertram Kostant; Shlomo Sternberg
