Vold mod politiet?

Norway , Mental Health and WHO Gunnar Vold

Computing Mod Without Mod

Encryption algorithms are designed to be difficult to break without knowledge of the secrets or keys. To achieve this, the algorithms require the keys to be large, with some algorithms having a recommend size of 2048-bits or more. However most modern processors only support computation on 64-bits at a time. Therefore standard operations with large numbers are more complicated to implement. One ...

The Vold-Sutherland and Eden Models of Cluster Formation 1

Large clusters or flocs have been grown on the computer using the models introduced by Void and Sutherland and by Eden. Some of the properties of these dusters have been analyzed and compared with the same properties of dusters grown using the diffusion limited growth process of Witten and Sander. For all three models the radius of gyration (Rg) is related to the number of particles in the dust...

Characteristics of the Vold-Kalman order tracking filter

In this paper the filter characteristics of the Vold-Kalman Order Tracking Filter are presented. Both frequency response as well as time response and their time-frequency relationship have been investigated. Some guidelines for optimum choice of filter parameters are presented. The Vold-Kalman filter allows for the high performance simultaneous tracking of orders in systems with multiple indepe...

Mod 2 and Mod 5 Icosahedral Representations

We shall call a simple abelian variety A/Q modular if it is isogenous (over Q) to a factor of the Jacobian of a modular curve. In this paper we shall call a representation ρ̄ : GQ→GL2(F̄l) modular if there is a modular abelian variety A/Q, a number field F/Q of degree equal to dimA, an embedding OF ↪→ End(A/Q) and a homomorphism θ : OF→F̄l such that ρ̄ is equivalent to the action of GQ on the ker θ...