Our last result of this section relates exponential boolean circuit complexity with a class defined in terms of time and oracle space bounds of Turing machines... amount of oracle

However the computational complexity theory of optical computers (that is, finding lower and upper bounds on computational power in terms of known complexity classes) has

Face à un nombre important d’enfants, les manières d’introduire les instruments peuvent être variées mais elles doivent toujours, à mon sens, dépendre d’une progression

Impact of Phase-Filtering on Optical Spectral Reshaping with Microring Resonators for Directly- Modulated 4-PAM Signals... Impact of Phase-Filtering on Optical Spectral Reshaping with

The purpose of this paper is to analyze the effects of the integration process between the European Union (EU) and the Central and Eastern European Countries (CEEC) on the

In a nutshell, the interval (0, 1) of the possible disc size ratio is divided into sufficiently many small intervals on which a program written in C++ (provided in the

This is an elementary proof consisting in a mere diagonalization (whereas the original proof of [3] makes use of resource-bounded Kolmogorov complexity) which is included here

Regret lower bounds and extended Upper Confidence Bounds policies in stochastic multi-armed bandit problem... Regret lower bounds and extended Upper Confidence Bounds policies

an analySiS of governing development in African economies may be focused along three axes: Africa’s urgent need for economic diversification and structural transfor- mation, the

The authors’ interest for these problems was sparked by connections between lower bounds in algebraic complexity theory and upper bounds on the number of real roots of “sparse

However, if one is allowed an arbitrary number of rounds for the computation then, prior to the present work, there were no known lower bounds on the number of random bits necessary

Dr Godwin is Director, Ms Seguin is Research and Programs Manager, Dr Jones is Network for Studies in Primary Care Coordinator, and Ms Jones is Research Secretary at the Centre

In particular, we focus on tight connections between proof complexity lower bounds (namely, lower bounds on the size of proofs of certain tautologies), algebraic circuit lower

If polynomial identity testing (PIT) is in NSUBEXP then a·NEXP does not have poly size constant-free arithmetic circuits.. a·NEXP RP does not have poly size constant-free

Université de Caen 1 er semestre 2017-2018. UFR

Figure 14 : Autoévaluation de la pertinence des stratégies Nous sommes conscients de la faible représentativité de ce tableau étant donné la taille de l’échantillon, mais

Complexity of order-k Voronoi As mentioned earlier, there exists upper and lower bounds for the number of cells in an order-k Voronoi diagrams, and those bounds can be translated

The first is a hierarchy the- orem, stating that the polynomial hierarchy of alternating online state complexity is infinite, and the second is a linear lower bound on the