Titlebook: Maple V: Mathematics and its Applications; Proceedings of the M Robert J. Lopez Conference proceedings 1994 Springer Science+Business Media

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Allodynia

Kramers and Wannier V-Matrices for the Partition Functions of the Ising ModelIn this paper we show how to use maple to construct the two dimensional (2-d) and the three dimensional (3-d) Kramers and Wannier V-matrices which are used to compute the partition function (PF) of the Ising model by the perturbation method. The Maple functions which we have built to deal with these problems are ., and .

insolence

Ovulation

Can Maple Help in Teaching Calculus with Limited Time and Staff?aple and its use in lectures and take-home projects are described. Student reactions are summarized and compared to those at another institution. We conclude that our low-key approach can have a positive impact onthe course without radical changes in the course format or substantial increases in contact hours or staffing.

HUMID

Analytical Approaches to Solving Coupled Nonlinear Schroedinger Equations Using Maple Veaning and potential applications in optical logic devices. We have used Maple V in solving the problem of coupled nonlinear Schroedinger equations. A paper describing the main features of this work will soon be published.

盲信者

Solution of the Solar Cell Transport Equations Using Mapleis shown in this paper that Maple can be used to find the transport equation solutions for both a dark and an illuminated solar cell. The correct procedures must be used and some precautions taken but once learned, these techniques will be useful in many applications.

NATAL

978-0-8176-3791-0Springer Science+Business Media New York 1994

Intact

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chalice

“Turtle Graphics” in Maple V.2 of the “Turtle Geometry” in Turbo Pascal [12] and in Maple V [14]. Our implementations include the usual primitives with Turbo-Pascal-like syntax: Forwd(dist), TurnLeft(ang), SetPenColor(color), SetPosition(xl, x2), etc. We shall begin with a brief resume of the implementation developed in Maple V.