Geodesic

Ramification of local fields with imperfect residue fields. II
p. 5-72
Specialization of the $p$-adic polylogarithm to $p$-th power roots of unity
p. 73-97
Bloch and Kato's exponential map: three explicit formulas
p. 99-129
The additive dilogarithm
p. 131-155
Equivariant Weierstrass preparation and values of $L$-functions at negative integers
p. 157-185
Links between cyclotomic and ${GL}_2$ Iwasawa theory
p. 187-215
Stable maps of curves
p. 217-225
Two-variable zeta functions and regularized products
p. 227-259
Analysis on arithmetic schemes. I
p. 261-284
Presque $C_p$-représentations
p. 285-385
Coleman power series for $K_2$ and $p$-adic zeta functions of modular forms
p. 387-442
Completely faithful Selmer groups over Kummer extensions
p. 443-478
Kato homology of arithmetic schemes and higher class field theory over local fields
p. 479-538
On the structure of ideal class groups of CM-fields
p. 539-563
Absolute derivations and zeta functions
p. 565-584
Studying the growth of Mordell-Weil
p. 585-607
The absolute anabelian geometry of canonical curves
p. 609-640
Refinement of Tate's discriminant bound and non-existence theorems for mod $p$ Galois representations
p. 641-654
On the logarithmic Riemann-Hilbert correspondence
p. 655-724
Groupes de Selmer et accouplements; cas particulier des courbes elliptiques
p. 725-760
A bound for the torsion in the $K$-theory of algebraic integers
p. 761-788
Unramified Skolem problems and unramified arithmetic Bertini theorems in positive characteristic
p. 789-831
On the maximal unramified quotients of $p$-adic étale cohomology groups and logarithmic Hodge--Witt sheaves
p. 833-890
On base change theorem and coherence in rigid cohomology
p. 891-918