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A canonical directly infinite ring
Canonical equivalence relations for parameter sets
Canonical extensions of Stone and double Stone algebras: the natural way
Canonical forms of ordinary linear differential equations
Canonical Lipschitz structures on compact Hilbert cube manifolds
Canonical ordering theorems, a first attempt
Canonical partition relations and point character of $\ell_1$-spaces
Canonical partition theorems for finite distributive lattices
A canonical Ramsey-type theorem for finite subsets of $\Bbb N$
The canonical tensor fields of type $(1,1)$ on $(J^r(\odot ^2 T^{\ast }))^{\ast }$
The Cantor-Bernstein theorem for functors
Cantor-Bernstein theorem for lattice ordered groups
Cantor-Bernstein theorem for lattices
Cantor-Bernstein theorem for $MV$-algebras
A Cantor-Bernstein theorem for $\sigma$-complete MV-algebras
Cantor-connectedness revisited
Cantor extension of a half lattice ordered group
The Cantor Extension of a Lexicographic Product of $l$-Groups
Cantor extension of a mixed product of directed groups
Cantor extension of an Abelian cyclically ordered group
The Cantor series of polyadic numbers
Capitolo II. I fondamenti della teoria delle superficie
Capitolo III. Gli elementi geometrici fondamentali
Capitolo I. La teoria delle curve
Capitolo IV. Superficie rigate (Č)
Capitolo IX. Quadriche di Moutard e corrispondenze $\sigma$ (Č.)
Capitolo V. Congruenze, congruenze $W$ e trasformazioni per congruenze $W$
Capitolo VII. Condizioni d'integrabilità e superficie proiettivamente applicabili
Capitolo VIII. Superficie non rigate che ammettono un gruppo continuo di deformazioni proiettive in sè
Capitolo VI. Invarianti del l'elemento lineare proiettivo
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