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Description: Maple computer mathematics discussion group.
 

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By SUKANYA  - Sep 2 - 1 new of 1 message    

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By SUKANYA  - Sep 1 - 1 new of 1 message    

Installation of Maple 14 
  when trying to install maple14 64bit on fedora12 I get: "/tmp/install.dir.3302/Linux/r esource/jre/bin/java: cannot execute" When I try to execute the same file outside of the install-routine java says, main class not found. Any help greatly appreciated Urs
By Urs Schuerch  - Sep 1 - 2 new of 2 messages    

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By pink sex  - Aug 26 - 1 new of 1 message    

iteration in solve() 
  Hi! I am new to maple... and i was trying to solve a set of simultaneous equations, R[i] , i=1:N, (the number of equations vary as N varies! ) I need to automate the program for any value of 'N' and was stuck when i had to input arguments in solve() command. solve(R[i],i=1:N) solves individual equations and it seems arbitrary!... more »
By mirunalini  - Aug 17 - 4 new of 4 messages    

orthog function 
  Hello, Let the matrix B = \begin {pmatrix} 1 & 1 \\ -1 & 1 \end {pmatrix}. This matrix is orthogonal, and when I write in Maple : with(linalg) : B := matrix(2,2, [1, 1, -1, 1]) ; evalm (B &* inverse (B)) ; evalm (inverse(B) &* B) ; I obtain I_2, the identity matrix of R^2. But, if I type : orthog(B) ;... more »
By Bruno  - Aug 16 - 7 new of 7 messages    

inverse of the Gamma function 
  Hi all, I am having what follows: ...which is fine so far, but: ...does not provide the correct results, why? Thank you
By pluton  - Aug 15 - 5 new of 5 messages    

recasting maple output in a specific way 
  Hi all, if you use something like : set_points:=evalf([seq([L[i],G [i],H[i]], i = 1 .. nops(G))]); with scalars in L[i],G[i] and H[i], you end up with a list as follows: [[L1,G1,H1], [L2,G2,H2], [L3,G3,H3], [L4,G4,H4], ....., [Ln,Gn,Hn]] Is there an easy way to rearrange these data within Maple as follows:... more »
By pluton  - Aug 9 - 4 new of 4 messages    

An exact simplification challenge - 105 (AppellF1, EllipticE/K) 
  Hello, Sqrt[2*(1 + Sqrt[2])]* (AppellF1[-1/2,-1/2,-1/2,1/2,- 2*(Sqrt[2]+1),2*(Sqrt[2]-1)] + 4*AppellF1[1/2,1/2,1/2,3/2,-2* (Sqrt[2]+1),2*(Sqrt[2]-1)]) + 4*(-EllipticE[-3 - 2*Sqrt[2]] + (1 + Sqrt[2])*EllipticE[Pi/8, 4 - 2*Sqrt[2]] + EllipticK[-3 - 2*Sqrt[2]]) = ?... more »
By Vladimir Bondarenko  - Aug 9 - 1 new of 1 message    

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