Evolving Control Structures with Automatically De ned
نویسنده
چکیده
Koza has previously shown that the power of a genetic programming system can often be enhanced by allowing for the simultaneous evolution of a main program and a collection of automatically deened functions (ADFs). In this paper I show how related techniques can be used to simultaneously evolve a collection of automatically deened macros (ADMs). I show how ADMs can be used to produce new control structures during the evolution of a program, and I present data showing that ADMs sometimes provide a greater beneet than do ADFs. I discuss the characteristics of problems that may beneet most from the use of ADMs, or from architectures that include both ADFs and ADMs, and I discuss directions for further research .
منابع مشابه
Evolving Control Structures with Automatically
Koza has previously shown that the power of a genetic programming system can often be enhanced by allowing for the simultaneous evolution of a main program and a collection of automatically de ned functions (ADFs). In this paper I show how related techniques can be used to simultaneously evolve a collection of automatically de ned macros (ADMs). I show how ADMs can be used to produce new contro...
متن کاملWNOS: An Optimization-based Wireless Network Operating System
Applications of soware dened networking (SDN) concepts to infrastructure-less wireless networks are substantially unexplored, mainly because of the complex nature of the distributed control problems and of the unavailability of a high-speed backhaul. is article presents an initial aempt at developing a principled approach to soware-dened wireless networking based on cross-layer optimizati...
متن کاملSENSITIVITY ANALYSIS OF EFFICIENT AND INEFFICIENT UNITS IN INTEGER-VALUED DATA ENVELOPMENT ANALYSIS
One of the issues in Data Envelopment Analysis (DEA) is sensitivity and stability region of the speci c decision making unit (DMU), included ecient and inecient DMUs. In sensitivity analysis of ecient DMUs,the largest region should be found namely stability region thatdata variations are only for ecient DMU under evaluation and the data for the remainingDMUs are assumed xed. Also ecient DMU u...
متن کاملON THE FUZZY DIMENSIONS OF FUZZY VECTOR SPACES
In this paper, rstly, it is proved that, for a fuzzy vector space, the set of its fuzzy bases de ned by Shi and Huang, is equivalent to the family of its bases de ned by P. Lubczonok. Secondly, for two fuzzy vector spaces, it is proved that they are isomorphic if and only if they have the same fuzzy dimension, and if their fuzzy dimensions are equal, then their dimensions are the same, however,...
متن کاملConvolution Structures and Arithmetic Cohomology
In the beginning of 1998 Gerard van der Geer and Ren e Schoof posted a beautiful preprint (cf. [2]). Among other things in this preprint they de ned exactly h(L) for Arakelov line bundles L on an \arithmetic curve", i.e. a number eld. The main advantage of their de nition was that they got an exact analog of the Riemann-Roch formula h(L) h(K L) = degL+1 g: Before that h(L) was de ned as an inte...
متن کامل