JOURNAL OF
ALGEBRAIC
COMBINATORICS

1. Abramenko, P.: Twin Buildings and Applications to S-arithmetic Groups. Lecture Notes in Mathematics, vol.
1641. Springer, Berlin (1996)
2. Adamovich, A.M.: The submodule lattices of Weyl modules of symplectic groups with fundamental highest weights. Vestn. Mosk. Univ. Ser. I Mat. Mekh. (2), 7-10, 112 (1986)
3. Blok, R.J.: On geometries related to buildings. Ph.D. thesis, Delft University of Technology (1999). Supervisor: Prof. Dr. A.E. Brouwer
4. Blok, R.J., Brouwer, A.E.: The geometry far from a residue. In: Groups and Geometries, Siena,
1996. Trends Math., pp. 29-38. Birkhäuser, Basel (1998)
5. Blok, R.J., Brouwer, A.E.: Spanning point-line geometries in buildings of spherical type. J. Geom. 62, 26-35 (1998)
6. Blok, R.J., Pasini, A.: On absolutely universal embeddings. Discrete Math. 267(1-3), 45-62 (2003). Combinatorics 2000 (Gaeta)
7. Bourbaki, N.: Groupes et Algèbres de Lie. Diffusion C.C.L.S., Paris (1975). Chapitres 7 et 8
8. Bourbaki, N.: Groupes et Algèbres de Lie. Masson, Paris (1981). Chapitres 4, 5 et 6
9. Brouwer, A.E.: The complement of a geometric hyperplane in a generalized polygon is usually connected. In: Finite Geometry and Combinatorics, pp. 53-57. Cambridge University Press, Cambridge (1993)
10. Buekenhout, F.: Foundations of incidence geometry. In: Handbook of Incidence Geometry, pp. 63-
105. North-Holland, Amsterdam (1995)
11. Buekenhout, F., Cohen, A.M.: Diagram Geometry. Book manuscript
12. Buekenhout, F., Lefèvre, C.: Generalized quadrangles in projective spaces. Arch. Math. 25, 540-552 (1974)
13. Cardinali, I., De Bruyn, B., Pasini, A.: Minimal full polarized embeddings of dual polar spaces. J. Al- gebr. Comb. 25(1), 7-23 (2007)
14. Carter, R.W.: Simple Groups of Lie Type. Pure and Applied Math., vol.
28. Wiley, New York (1972) J Algebr Comb (2011) 34: 67-113
15. Carter, R.W.: Lie Algebras of Finite and Affine Type. Cambridge Studies in Advanced Mathematics, vol.
96. Cambridge University Press, Cambridge (2005)
16. Cohen, A.M.: Point-line spaces related to buildings. In: Buekenhout, F. (ed.) Handbook of Incidence Geometry. North-Holland, Amsterdam (1995). Chapter 12
17. Cooperstein, B.N.: Geometry of groups of Lie type. In: Proceedings of the Conference on Finite Groups, Univ. Utah, Park City, Utah, 1975, pp. 503-512. Academic Press, San Diego (1976)
18. Cooperstein, B.N.: Some geometries associated with parabolic representations of groups of Lie type. Can. J. Math. 28(5), 1021-1031 (1976)
19. Cooperstein, B.N., Shult, E.E.: Geometric hyperplanes of embeddable Lie incidence geometries. In: Hirschfeld, J.W.P., Hughes, D.R., Thas, J.A. (eds.) Advances in Finite Geometries and Designs. Ox- ford University Press, London (1991). Proceedings of the 3rd Isle of Thorns Conference
20. Cooperstein, B.N., Shult, E.E.: Frames and bases of Lie incidence geometries. J. Geom. 60(1-2), 17-46 (1997)
21. Cooperstein, B.N., Shult, E.E.: Geometric hyperplanes of Lie incidence geometries. Geom. Dedic. 64(1), 17-40 (1997)
22. Dienst, K.J.: Verallgemeinerte Vierecke in pappusschen projektiven Räumen. Geom. Dedic. 9(2), 199-206 (1980)
23. Fulton, W.: Young Tableaux. London Math. Soc. Student Texts, vol.
35. Cambridge University Press, Cambridge (1997)
24. Fulton, W., Harris, J.: Representation Theory. Graduate Texts in Mathematics, vol.
129. Springer, New York (1991). A first course, Readings in Mathematics
25. Humphreys, J.E.: Introduction to Lie Algebras and Representation Theory. Graduate Texts in Math, vol.
9. Springer, New York (1972). Second printing, first edition,
26. Humphreys, J.E.: Finite and infinite dimensional modules for semisimple Lie algebras. In: Lie Theories and Their Applications, Proc. Ann. Sem. Canad. Math. Congr., Queen's Univ., Kingston, Ont.,
1977. Queen's Papers in Pure and Appl. Math., vol. 48, pp. 1-64. Queen's Univ., Kingston (1978)
27. Humphreys, J.E.: Modular Representations of Finite Groups of Lie Type. London Mathematical So- ciety Lecture Note Series, vol.
326. Cambridge University Press, Cambridge (2006)
28. Jacobson, N.: Lie Algebras. Interscience Tracts in Pure and Applied Mathematics, vol.
10. Interscience Publishers (a division of John Wiley & Sons), New York-London (1962)
29. Kasikova, A.: Characterization of some subgraphs of point-collinearity graphs of building geometries. Eur. J. Combin. 28(5), 1493-1529 (2007)
30. Kasikova, A.: Characterization of some subgraphs of point-collinearity graphs of building geometries. II. Adv. Geom. 9(1), 45-84 (2009)
31. Kasikova, A., Shult, E.E.: Absolute embeddings of point-line geometries. J. Algebra 238(1), 265-291 (2001)
32. Lefèvre-Percsy, C.: Polar spaces embedded in a projective space. In: Finite Geometries and Designs. London Math. Soc. Lecture Note Series, vol. 49, pp. 216-220. Cambridge University Press, Cambridge (1981). Proceedings of the 2nd Isle of Thorns Conference
33. Pasini, A.: Diagram Geometries. Oxford Science Publications. Clarendon, Oxford University Press, London (1994)
34. Premet, A.A., Suprunenko, I.D.: The Weyl modules and the irreducible representations of the symplectic group with the fundamental highest weights. Commun. Algebra 11(12), 1309-1342 (1983)
35. Ree, R.: On some simple groups defined by C. Chevalley. Trans. Am. Math. Soc. 84, 392-400 (1957)
36. Ronan, M.A.: Embeddings and hyperplanes of discrete geometries. Eur. J. Combin. 8, 179-185 (1987)
37. Ronan, M.A.: Lectures on Buildings. Perspectives in Mathematics, vol.
7. Academic Press, San Diego (1989)
38. Shult, E.E.: Geometric hyperplanes of embeddable Grassmannians. J. Algebra 145, 55-82 (1992)
39. Shult, E.E.: Geometric hyperplanes of the half-spin geometries arise from embeddings. Bull. Bel. Math. Soc. 1(3), 439-453 (1994). Dedicated to J.A. Thas on his fiftieth birthday
40. Shult, E.E.: Embeddings and hyperplanes of Lie incidence geometries. In: Groups of Lie Type and Their Geometries, Como,
1993. London Math. Soc. Lecture Note Ser., vol. 207, pp. 215-232. Cambridge University Press, Cambridge (1995)
41. Shult, E.E.: Embeddings and hyperplanes of the lie incidence geometry of type e7,1. J. Geom. 59, 152-172 (1997)
42. Shult, E.E.: Points and Lines. Book manuscript
43. Shult, E.E., Thas, J.A.: Hyperplanes of dual polar spaces and the spin module. Arch. Math. 59, 610-23 (1992)
44. Steinberg, R.: Representations of algebraic groups. Nagoya Math. J. 22, 33-56 (1963)