Gramschmidt and scalar product
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05-08-2021, 08:59 AM
Post: #1
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Gramschmidt and scalar product
Hello
The explanation of this function says: " Given a basis of a vector subspace, and a function that defines a scalar product, returns an orthonormal basis for that function". I do not know how to it, I will put an example: Scalar product defined by: <(x1,x2),(y1,y2)> = x1y1-x1y2-x2y1+2x2y2 Given a basis such as: B={(1,2), (3,4)} How can I use the function to get an orthonormal basis? If I put gramschmidt([[1 2][3 4]],(a,b,c,d)->(a*b-a*d-b*c+2*b*d)) Gives me an error "Bad Argument Value" Is there a way to do this? Thanks in advance Toni [/i] |
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Messages In This Thread |
Gramschmidt and scalar product - Tonig00 - 05-08-2021 08:59 AM
RE: Gramschmidt and scalar product - parisse - 05-08-2021, 10:34 AM
RE: Gramschmidt and scalar product - roadrunner - 05-08-2021, 12:31 PM
RE: Gramschmidt and scalar product - parisse - 05-08-2021, 06:50 PM
RE: Gramschmidt and scalar product - Tonig00 - 05-08-2021, 01:40 PM
RE: Gramschmidt and scalar product - roadrunner - 05-09-2021, 11:17 AM
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