A. Albert: On Jordan algebras of linear transformations.
Trans. AMS 59 (1946), 524-555.

A. Albert: A structure theory for Jordan algebras.
Annals of Math. 48 (1947), 546-567.

10129 Jose' Anquela/Miguel Cabrera/Antonio Moreno: Eater ideals in
Jordan algebras. Internet ca. 1997, 19p.

10125 Jose' Anquela/Teresa Cortes: Primitivity in Jordan systems is one
and ubiquitous. Internet ca. 1997, 20p.

10127 Jose' Anquela/Teresa Cortes: Local-to-global inheritance of
primitivity in Jordan algebras. Internet ca. 1997, 10p.

Jose' Anquela/Teresa Cortes/Ottmar Loos/Kevin McCrimmon: An elemental
characterization of strong primeness in Jordan systems.
J. Pure Appl. Alegbra 109 (1996), 23-36.

10128 Jose' Anquela/Teresa Cortes/Kevin McCrimmon/Fernando Montaner:
Strong primeness of hermitian Jordan systems. Internet ca. 1997, 16p.

2993 Hel Braun/Max Koecher: Jordan-Algebren. Springer 1966.

Ivan Correa/Luiz Antonio Peresi: Bernstein-Jordan algebras of dimension five.
Alg. Groups Geom. 11 (1994), 397-402.

I. Hentzel/Luiz Antonio Peresi: Almost Jordan rings.
Proc. AMS 104 (1988), 343-348.

10105 Philip Holgate: Jordan algebras arising in population genetics 
(and corrigendum). Proc. Edinburgh Math. Soc. 15 (1967), 291-294.

Nathan Jacobson: Structure and representations of Jordan algebras.
AMS Coll. Publ. 39 (1968).

Nathan Jacobson: Structure theory of Jordan algebras.
Aarhus LN Math. 5 (1981).

W. Kaup/K. McCrimmon/H. Petersson (ed.): Jordan algebras.
Oberwolfach 1992. De Gruyter 1994, 340p. DM 198.

2022 Rudolf Lidl/Johann Wiesenbauer: Ringtheorie und Anwendungen.
Akademische Verlagsgesellschaft 1980. ISBN 3-400-00371-9.

Ottmar Loos: Jordan pairs. Springer LN Math. 460 (1975).

2759 Ottmar Loos: On algebraic groups defined by Jordan pairs.
Nagoya Math. J. 74 (1979), 23-66. [2907]

Ottmar Loos: On the set of invertible elements in Banach Jordan algebras.
Results in Math., ca. 1995.

Ottmar Loos: Elementary groups and stability for Jordan pairs.
K-Theory 9 (1995), 77-116.

Ottmar Loos: Steinberg groups and simplicity of elementary groups
defined by Jordan pairs. J. Algebra 186 (1996), 207-234.

Ottmar Loos: Tensor products and discriminants of unital quadratic
forms over commutative rings. Monatshefte Math. 122 (1996), 45-98.

Ottmar Loos: On the set of invertible elements in Banach Jordan algebras.
Results Math. 29 (1996), 111-114.

10126 Ottmar Loos: Trace and norm for reduced elements of Jordan pairs.
Internet ca. 1997, 25p.

Ottmar Loos: Discriminant algebras and adjoints of quadratic forms.
Beitra''ge Algebra Geom. 38 (1997), 33-72.

Ottmar Loos/E. Neher: Complementation of inner ideals in Jordan pairs.
J. Algebra 166 (1994), 255-295.

Ottmar Loos/E. Neher: Associative and Jordan shift algebras.
Proc. AMS 120 (1994), 27-36.

J.  Malley: Statistical applications of Jordan algebras.
Springer 1994, 100p. 3-540-94341-2. DM 49.

C. Martinez: On nuclear Jordan-Bernstein algebras.
J. Alg. 174 (1995), 453-472.

K. McCrimmon: A taste of Jordan algebras. Springer 2004, 560p.

E. Neher: Jordan triple systems by the grid approach.
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2995 Tonny Albert Springer: Jordan algebras and algebraic groups.
Springer 1973.

H. Upmeier: Symmetric Banach manifolds and Jordan C*-algebras.
North-Holland 1985, 444p. $56.