Finite geometries: a survey |
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| G. Lunardon, A. Pasini | 1-35 |
| A framework including the theories of continuous functions and certain non-continuous functions | Details PDF |
| J.K. Kohli | 37-45 |
| On types of polynomials and holomorphic functions on Banach spaces | Details PDF |
| H.A. Braunss, H. Junek | 47-58 |
| Note on planar functions over the reals | Details PDF |
| T. Szönyi | 59-65 |
| Characterizations of almost shrinking bases | Details PDF |
| M. Gupta, P.K. Kamthan | 67-73 |
| A formal system for the alternative set theory. A non-extensional approach | Details PDF |
| C. Marchini | 75-84 |
| Minimum covering and maximum matching | Details PDF |
| D. Marcu | 85-88 |
| Derivation by coordinates | Details PDF |
| N.L. Johnson | 89-96 |
| On just inseparable finite groups | Details PDF |
| G. Ilardi | 97-101 |
| On families of varieties measurable with respect to the similarity group in the three-dimensional space | Details PDF |
| S. Vassallo | 103-133 |
| On collinearity, parallelism and sphericity for pairs of curves | Details PDF |
| F.J. Craveiro de Carvalho | 135-140 |
| The first Chern class of Riemannian 3-symmetric spaces: the classical case | Details PDF |
| T. Koda | 141-156 |
| On product decompositions of complex spaces | Details PDF |
| C. Horst | 157-213 |

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geometries: a survey