Trepo - Selaus asiasanan mukaan "111"

In this paper we study the asymptotic behaviour of various platoon-type systems using the general theory developed by the authors in a recent article. The aim is to steer an infinite number of vehicles towards a target ...

<p>This paper investigates the asymptotic behavior of solutions to certain infinite systems of ordinary differential equations. In particular, we use results from ergodic theory and the asymptotic theory of C0-semigroups ...

We present three robust methods to accurately and automatically recognize tree species from terrestrial laser scanner data. The recognition is based on the use of quantitative structure tree models, which are hierarchical ...

<p>Detailed and realistic tree form generators have numerous applications in ecology and forestry. For example, the varying morphology of trees contributes differently to formation of landscapes, natural habitats of ...

<p>In this work, we present a novel method for approximating a normal distribution with a weighted sum of normal distributions. The approximation is used for splitting normally distributed components in a Gaussian ...

<p>The Galerkin finite element method (FEM) is used widely in finding approximative solutions to field problems in engineering and natural sciences. When utilizing FEM, the field problem is said to be discretized. ...

Let τ(n) denote the number of positive divisors of n. Cesàro’s formula says that the number of ordered pairs ≺a,b≻ of integers such that 1 ≤ a,b ≤ n and [a,b] = n is equal to τ(n2), where [a,b] is the least common multiple ...

Summary: The logarithm function on the positive real numbers can be characterized in several ways. In this paper, we focus on classical characterizations based on the product rule or the power rule, and we improve upon ...

MTL-algebras, the algebraic counterparts of Monoidal t-norm logic are studied and Chinese Remainder Theorem for MTL-algebras is established. Semilocal MTL– algebras are introduced and briefly characterized.

MTL-Algebras are the algebraic counterpart of Monoidal t-norm logic, whose truth values are real numbers in. More generally, logics whose truth value set forms an MTL-Algebra are called MTL-valued logics; their deductive ...