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K.Iwama and R.Freivalds [11] considered query algorithms where the black box contains a permutation. Since then several authors have compared quantum and deterministic query algorithms for permutations. It turns out that the case of n-permutations where n is an odd number is difficult. There was no example of permutation problem where quantization can save… (More)

- Kaspars Balodis, Ilja Kucevalovs, Rusins Freivalds
- MEMICS
- 2011

Prediction of functions is one of processes considered in in-ductive inference. There is a " black box " with a given total function f in it. The result of the inductive inference machine F (< f (0), f (1), · · · , f (n) >) is expected to be f (n + 1). Deterministic and probabilistic prediction of functions has been widely studied. Frequency computation is… (More)

- Rihards Krǐslauks, Ieva Rukšāne, Kaspars Balodis, Ilja Kucevalovs, Rūsiņš Freivalds, Ieva Nāgele
- 2012

String theory in physics and molecular biology use p-adic numbers as a tool to describe properties of microworld in a more adequate way. We consider a notion of automata and Turing machines using p-adic numbers to describe random branching of the process of computation. We prove that Turing machines of this type can have advantages in reversal complexity… (More)

- Ilja Kucevalovs, Ojars Krasts, Rusins Freivalds, Thomas Zeugmann
- Parallel Processing Letters
- 2014

ueywordsX proilisti omputtionsD frequeny omputtionsD nononstrutive methE odsD lgorithmi lerningD indutive inferene

- Ilja Kucevalovs
- MEMICS
- 2010

Identification in the limit, originally due to Gold [10], is a widely used computation model for inductive inference and human language acquisition. We consider a nonconstructive extension to Gold's model. Our current topic is the problem of applying the notions of reliability and refutability to nonconstructive identification. Four general identification… (More)

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