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An Investigation into Pre-service Teachers’ Experiences While Transitioning from Scratch Programming to Procedural Programming [PDF]
The use of Scratch programming in introducing text-based programming to novices at all levels of education has gained prominence in computer science but is still hardly known among pre-service teachers.
Fatimah Yetunde Akinrinola +2 more
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Procedural 3D texture synthesis using genetic programming
The automatic synthesis of procedural textures for 3D surfaces using genetic programming is investigated. Genetic algorithms employ a search strategy inspired by Darwinian natural evolution. Genetic programming uses genetic algorithms on tree structures,
Gabriele De Chiara, Brian J Ross
exaly +1 more source
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Measuring the coupling of procedural programs
Proceedings ACS/IEEE International Conference on Computer Systems and Applications, 2002Coupling is one of two attributes of software that have great impact on software quality. Quite a few methods have been established to quantify the measurement of coupling. This paper presents a new method that provides coupling measurement of procedural programs.
Az-Ghamdi, J. +2 more
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A Solution Procedure for Geometric Programming
Operations Research, 1976The theory of geometric programming is concerned with the solution of certain nonlinear programming problems in which the objective function and the constraints are polynomial expressions with positive coefficients. The solution of the primal geometric programming problem can be obtained by solving the dual problem.
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An experiment in non-procedural programming
Proceedings of the November 12-14, 1963, fall joint computer conference on XX - AFIPS '63 (Fall), 1963Computer processes have traditionally been specified by means of procedural languages. That is, a computer program is generally expressed as a sequence of steps.
Jesse H. Katz, William C. McGee
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Proceedings of the 6th conference on Winter simulation, 1973
GASP II consists' of a set of FORTRAN subprograms organized to assist the systems analyst in performing simulation studies. GASP II formalizes an approach to simulation by specifying common elements of simulation studies and providing subprograms for performing those simulation tasks that are independent of a particular problem.
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GASP II consists' of a set of FORTRAN subprograms organized to assist the systems analyst in performing simulation studies. GASP II formalizes an approach to simulation by specifying common elements of simulation studies and providing subprograms for performing those simulation tasks that are independent of a particular problem.
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A Convergent Procedure for Convex Programming
Journal of the Society for Industrial and Applied Mathematics, 1963Gegeben ist eine beliebige Menge \(X\) und ein Vektor \(v(x) = (v_0(x), v_1(x),\dots, v_m(x))\), dessen Komponenten auf \(X\) definierte reellwertige Funktionen sind. Ferner werden definiert: \(u\cdot v\) als Skalarprodukt der Vektoren \(u = (u_0, u_1,\dots, u_m)\) and \(v = (v_0, v_1,\dots, v_m)\), der Wertebereich von \(v(x)\) als \(V = \{v(x)\mid x ...
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2023
Abstract A description of how a complete program is built from a main program and, optionally, subroutines and functions, some or all of which may be packaged into modules. They may themselves contain internal subroutines and functions.
Michael Metcalf +3 more
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Abstract A description of how a complete program is built from a main program and, optionally, subroutines and functions, some or all of which may be packaged into modules. They may themselves contain internal subroutines and functions.
Michael Metcalf +3 more
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Primitive program schemata with procedures
Automatic Control and Computer Sciences, 2014Algebraic models of program are widely used for the analysis of program behavior. In this paper we study the equivalence problem for algebraic models of programs with procedures and equivalent transformations of program schemata. Among the algebraic models of programs with procedures we selected a subclass of gateway models and the corresponding ...
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Programming in MuPAD - Procedures
2002When working with MuPAD, we often deal with situations where the same piece of code will be reused in many parts of our notebook. For example, the code used to solve quadratic equations in the previous chapter could be used to solve many different equations.
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