S. Shnider

Isotropic geometry and twistors in higher dimensions. 2: Odd dimensions, reality conditions, and twistor superspaces

#1

John P. Harnad
(
- Concordia U., Math. Dept. and
- Montreal U.
)
,
S. Shnider
(
- Bar Ilan U.
)

(1995)

Published in:
- J.Math.Phys. 36 (1995) 1945-1970

DOI

reference search11 citations

ISOTROPIC GEOMETRY, TWISTORS AND SUPERTWISTORS. 1. THE GENERALIZED KLEIN CORRESPONDENCE AND SPINOR FLAGS

#2

John P. Harnad
(
- Montreal, Ecole Polytechnique
)
,
S. Shnider
(
- Ben Gurion U. of Negev and
- McGill U.
)

(Apr 21, 1987)

Published in:
- J.Math.Phys. 33 (1992) 3197-3208

DOI

reference search12 citations

MULTI - SOLITON SOLUTIONS TO THE THIRRING MODEL THROUGH THE REDUCTION METHOD

#3

(Jun, 1983)

Published in:
- Lett.Math.Phys. 8 (1984) 27

DOI

reference search11 citations

DIMENSIONAL REDUCTION AND SYMPLECTIC REDUCTION

#4

S. Shnider
(
- McGill U. and
- Weizmann Inst.
)
,
S. Sternberg
(
- Harvard U. and
- Tel Aviv U.
)

(1983)

Published in:
- Nuovo Cim.B 73 (1983) 130-138

DOI

reference search1 citation

COUNTEREXAMPLES TO SOME RESULTS ON THE EXISTENCE OF FIELD COPIES

#5

M.A. Mostow
(
- North Carolina State U. and
- McGill U.
)
,
S. Shnider
(
- North Carolina State U. and
- McGill U.
)

(1983)

Published in:
- Commun.Math.Phys. 90 (1983) 521-526

DOI

reference search1 citation

Superposition of Solutions to Backlund Transformations for the SU(

n

) Principal

\sigma

Model

#6

(Apr, 1982)

Published in:
- J.Math.Phys. 25 (1984) 368

DOI

reference search16 citations

GEOMETRICAL AND TOPOLOGICAL METHODS IN GAUGE THEORIES. PROCEEDINGS, THE CANADIAN MATHEMATICAL SOCIETY SUMMER RESEARCH INSTITUTE, MCGILL UNIVERSITY, MONTREAL, SEPTEMBER 3-8, 1979

#7

John P. Harnad
(
- Montreal U., CRM
)
,
S. Shnider
(
- McGill U.
)

(1980)

Published in:
- Lect.Notes Phys. 129 (1980) pp.1-155

reference search0 citations

Group Actions on Principal Bundles and Invariance Conditions for Gauge Fields

#8

(Sep, 1979)

Published in:
- J.Math.Phys. 21 (1980) 2719
•
Contribution to:
- CMS Summer Research Institute: Geometrical and Topological Methods in Gauge Theories

DOI

reference search125 citations

Solution to Yang-Mills Equations on m**4 Invariant Under Subgroups of O(4,2)

#9

(1978)

Contribution to:
- Workshop on Applications of Complex Manifold Techniques to Problems in Theoretical Physics, 219-230

reference search0 citations

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