Stanley E. Payne - researchr alias

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Viewing Publication 1 - 17 from 17

2014

Double k-sets in symplectic generalized quadranglesStanley E. Payne, Morgan Rodgers. dcc, 72(2):265-271, 2014. [doi]

2012

An essay on self-dual generalized quadranglesStanley E. Payne, Joseph A. Thas. dcc, 64(1-2):93-103, 2012. [doi]

2006

Foundations of elation generalized quadranglesKoen Thas, Stanley E. Payne. ejc, 27(1):51-62, 2006. [doi]

2005

The stabilizer of the Adelaide ovalStanley E. Payne, Joseph A. Thas. DM, 294(1-2):161-173, 2005. [doi]

2004

Spreads of T::2::(o), alpha-flocks and OvalsMatthew R. Brown, Christine M. O Keefe, Stanley E. Payne, Tim Penttila, Gordon F. Royle. dcc, 31(3):251-282, 2004. [doi]

2003

The Ghinelli-Löwe construction of generalized quadranglesDina Ghinelli, Stanley E. Payne. ejc, 24(5):511-516, 2003. [doi]

Notes on elation generalized quadranglesStanley E. Payne, Koen Thas. ejc, 24(8):969-981, 2003. [doi]

1996

The Fundamental Theorem of q-Clan GeometryStanley E. Payne. dcc, 8(1-2):181-202, 1996.

1991

Desarguesian Finite Generalized Quadrangles are Classical or Dual ClassicalHendrik Van Maldeghem, Stanley E. Payne, Joseph A. Thas. dcc, 1(4):299-305, 1991.

1988

A Family of Ovals with Few CollineationsJoseph A. Thas, Hans Gevaert, Stanley E. Payne. ejc, 9(4):353-362, 1988. [doi]

1981

Generalized Quadrangles and the Higman-Sims TechniqueJoseph A. Thas, Stanley E. Payne. ejc, 2(1):79-89, 1981. [doi]

1978

An Unusual Generalized Quadrangle of Order SixteenStanley E. Payne, James E. Conklin. JCT, 24(1):50-74, 1978.

1977

Generalized Quadrangles of Order 4. IIStanley E. Payne. JCT, 22(3):280-288, 1977.

Generalized Quadrangles of Order 4. IStanley E. Payne. JCT, 22(3):267-279, 1977.

1975

All Generalized Quadrangles of Order 3 Are KnownStanley E. Payne. JCT, 18(2):203-206, 1975.

1974

TA)Stanley E. Payne. DM, 10(1):145-158, 1974. [doi]

1972

On the Non-Existence of a Class of Configurations Which Are Nearly Generalized n-GonsStanley E. Payne. JCT, 12(2):268-282, 1972.

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