Jedrzej Sniatycki - INSPIRE

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Jedrzej Sniatycki(
Cagliari U., Math. Dept.
)

Author Identifier: J.Sniatycki.1

Updated on Sep 14, 2023

Literature(49)

Cited By

Date of paper

19742019

Number of authors

Single author

31

10 authors or less

49

Exclude RPP

Exclude Review of Particle Physics

49

Document Type

article

30

published

30

conference paper

17

book

2

lectures

2

Collaborators

G. Schwarz

6

H. Kerbrat- Lunc

4

Y. Kerbrat

3

Richard L. Bates

2

Richard Cushman

2

Christian Duval

1

H.M. Fischer

1

Alan D. Weinstein

1

Oğul Esen

1

Mark J. Gotay

1

Affiliations

Calgary U.

42

Lyon, IPN

2

Alberta U., Dept. Math. Stat. Sci.

1

Berkeley, Math. Sci.-Res. Inst.

1

Mannheim U.

1

49 results

Citation Summary

Most Recent

De Donder form for second order gravity

#1

Jędrzej Śniatycki
,
Oğul Esen

(Feb 20, 2019)

Published in:
- J.Geom.Mech. 12 (2020) 1, 85-106
•
e-Print:
- 1902.07616 [math-ph]

reference search0 citations

Shifting operators in geometric quantization

#2

Richard Cushman
,
Jedrzej Sniatycki

(Aug 12, 2018)

Published in:
- Axioms 9 (2020) 4, 125
•
e-Print:
- 1808.04002 [math.SG]

reference search0 citations

Decomposition of the Quantization Representation of an SU(2) Action

#3

Larry Bates
,
Richard Cushman
,
Mark Hamilton
,
Jȩdrzej Śniatycki

(Nov 20, 2008)

Published in:
- AIP Conf.Proc. 1079 (2008) 1, 3
•
Contribution to:
- 27th Workshop on Geometric Methods in Physics (XXVII WGMP), 3

reference search0 citations

Quantization of algebraic reduction

#4

Jedrzej Sniatycki
(
- Alberta U., Dept. Math. Stat. Sci.
)

(Nov 16, 2007)

Published in:
- AIP Conf.Proc. 956 (2007) 1, 27-36
•
Contribution to:
- 26th Workshop on Geometric Methods in Physics (XXVI WGMP), 27-36

reference search0 citations

Quantization of Yang-Mills fields commutes with reduction

#5

J. Sniatycki
(
- Calgary U.
)

(Jul, 1999)

Contribution to:
- QTS-1
  , 68-75

reference search0 citations

Regularity of constraints and reduction in the Minkowski space Yang-Mills-Dirac theory

#6

J. Sniatycki
(
- Calgary U.
)

(1999)

Published in:
- Ann.Inst.H.Poincare Phys.Theor. 70 (1999) 277-293

reference search0 citations

Geometry of the constraint sets for Yang-Mills-Dirac equations with inhomogeneous boundary conditions

#7

J. Sniatycki
(
- Calgary U.
)

(1999)

Published in:
- Commun.Math.Phys. 203 (1999) 707-712

reference search0 citations

A Hamiltonian analysis of Yang-Mills equations

#8

J. Sniatycki
(
- Calgary U.
)

(1999)

Published in:
- Rept.Math.Phys. 44 (1999) 205-214
•
Contribution to:
- 30th Symposium on Mathematical Physics with Special Session on Dynamical Systems: From Integrability to Chaos (ROMP 98)

reference search2 citations

Yang-Mills and Dirac fields with inhomogeneous boundary conditions

#9

G. Schwarz
(
- Mannheim U.
)
,
J. Sniatycki
(
- Calgary U.
)
,
J. Tafel
(
- Warsaw U.
)

(1997)

Published in:
- Commun.Math.Phys. 188 (1997) 439-448

reference search1 citation

Gauge symmetries of an extended phase space for Yang-Mills and Dirac fields

#10

G. Schwarz
(
- Mannheim U.
)
,
J. Sniatycki
(
- Calgary U.
)

(1997)

Published in:
- Ann.Inst.H.Poincare Phys.Theor. 66 (1997) 109-136

reference search0 citations

Yang-Mills and Dirac fields in a bag, constraints and reduction

#11

J. Sniatycki
(
- Calgary U.
)
,
L. Bates
(
- Calgary U.
)
,
G. Schwarz
(
- Mannheim U.
)

(1996)

Published in:
- Commun.Math.Phys. 176 (1996) 95-115

reference search4 citations

What can we learn from the classical theory of Yang-Mills and Dirac fields

#12

J. Sniatycki
(
- Calgary U.
)

(1996)

Published in:
- Acta Phys.Polon.B 27 (1996) 2497-2505
•
Contribution to:
- 2nd German-Polish Symposium: New Ideas in the Theory of Fundamental Interactions (School of Physics held 5-10 Sep 1995, Workshop 11-15 Sep 1995)

reference search0 citations

The Hamiltonian evolution of Yang-Mills fields in bounded domains

#13

G. Schwarz
(
- Mannheim U.
)
,
J. Sniatycki
(
- Calgary U.
)

(1996)

Published in:
- Acta Phys.Polon.B 27 (1996) 881-892

reference search0 citations

Geometric quantization and quantum mechanics

#14

J. Sniatycki
(
- Calgary U.
)

(1995)

Published in:
- Applied mathematical sciences, 30

reference search1 citation

Classical Yang-Mills and Dirac Fields in the Minkowski Space and in a Bag

#15

Jȩdrzej Śniatycki
(
- Calgary U.
)

(1994)

Contribution to:
- 13th International Conference Geometry, Integrability and Quantization, 109-118,
- 13th Workshop on Geometrical Methods in Physics, 109-118

reference search0 citations

Yang-Mills and Dirac fields in a bag

#16

Gunter Schwarz
(
- Calgary U.
)
,
Jedrzej Sniatycki
(
- Calgary U.
)

(Jul 26, 1993)

Published in:
- Commun.Math.Phys. 168 (1995) 441-454

reference search6 citations

An Invariance argument for confinement

#17

Jedrzej Sniatycki
(
- Calgary U.
)
,
Gunter Schwarz
(
- Calgary U.
)

(Apr, 1993)

Published in:
- Rept.Math.Phys. 34 (1994) 311-324

reference search0 citations

The Existence and uniqueness of solutions of Yang-Mills equations with bag boundary conditions

#18

Jedrzej Sniatycki
(
- Calgary U.
)
,
Gunter Schwarz
(
- Calgary U.
)

(Apr, 1993)

Published in:
- Commun.Math.Phys. 159 (1994) 593-604

reference search9 citations

Constraints and singularities in Yang-Mills theory

#19

J. Sniatycki
(
- Calgary U.
)

(Apr, 1992)

Contribution to:
- 1st German-Polish Symposium on Particles and Fields, 281-289

reference search0 citations

Geometry of minisuperspace in examples

#20

Y. Kerbrat
(
- Lyon, IPN
)
,
H. Kerbrat-Lunc
(
- Lyon, IPN
)
,
J. Sniatycki
(
- Calgary U.
)

(1992)

Published in:
- Rept.Math.Phys. 31 (1992) 205-215

reference search3 citations

Quantization and bosonic BRST theory

#21

C. Duval
(
- Berkeley, Math. Sci.-Res. Inst.
)
,
J. Elhadad
(
- Berkeley, Math. Sci.-Res. Inst.
)
,
M.J. Gotay
(
- Berkeley, Math. Sci.-Res. Inst.
)
,
J. Sniatycki
(
- Berkeley, Math. Sci.-Res. Inst.
)
,
G.M. Tuynman
(
- Berkeley, Math. Sci.-Res. Inst.
)

(1991)

Published in:
- Annals Phys. 206 (1991) 1-26

reference search26 citations

Generalized gauge fields

#22

Y. Kerbrat
(
- Calgary U.
)
,
H. Kerbrat- Lunc
(
- Calgary U.
)
,
J. Sniatycki
(
- Calgary U.
)

(1991)

Published in:
- J.Math.Phys. 32 (1991) 1750-1754

reference search0 citations

On boundary conditions for Yang-Mills fields in spatially bounded domains

#23

J. Sniatycki
(
- Calgary U.
)

(1991)

reference search0 citations

Regularity of constraints in the Minkowski space Yang-Mills theory

#24

J. Sniatycki
(
- Calgary U.
)

(1991)

Published in:
- Commun.Math.Phys. 141 (1991) 593-597

reference search4 citations

Geometry of minisuperspace

#25

J. Sniatycki
(
- Calgary U.
)

(1990)

Contribution to:
- Banff Summer Institute: Gravitation, 91-97

reference search0 citations

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