Algorithmic Identification of Probabilities Is Hard

Any extensional K-model D that is hyperimmune and commutes with B¨ohm trees is inequationally fully abstract for the pure

This result can be explained by two effects: (a) because firm I cannot deduct VAT, higher taxes will directly lead to higher production costs, and (b) a higher tax rate

BUTTAZZO, Weak Lower Semicontinuous Envelope of Functionals Defined on a Space of Measures, Ann. BOUCHITTÉ, Représentation intégrale de fonctionnelles convexes sur un

In Section 3 we include a brief account of random walks on solvable groups: existence of an invariant measure and its properties in the case when the group A is one-dimensional..

Therefore we can consider the CA of an arbitrary normal sequence of measures and obtain the above results as a consequence of the corresponding theorems for

In what follows, we denote by p a prime number, Q the field of rational numbers provided with the p-adic absolute value, Q p the field of p-adic numbers that is the completion of Q

[1] Convex ideals in ordered group algebras and the uniqueness of Haar measure,

Since we do not need to use generalized Young measures, we can rephrase the definition of compatible systems introduced in [6] using a probabilistic language: in Theorem 3.3, with