How these system of relations can be defined and plotted?(with any possible assumptions)
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x[n+1]=1/3*(2*x[n]*y[n]+4*x[n]*z[n])+1/12*(2*x[n-1]*y[n-1]+4*x[n-1]*z[n-1])
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![x[n+1] = (2/3)*x[n]*y[n]+(4/3)*x[n]*z[n]+(1/6)*x[n-1]*y[n-1]+(1/3)*x[n-1]*z[n-1]](/view.aspx?sf=229180_question/acfafc096a58ad9c1e57d6c48bcc6cc2.gif)
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(1) |
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y[n+1]=1/3*(1/4*x[n]*z[n]+y[n])+1/12*(1/4*x[n-1]*z[n-1]+y[n-1])
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![y[n+1] = (1/12)*x[n]*z[n]+(1/3)*y[n]+(1/48)*x[n-1]*z[n-1]+(1/12)*y[n-1]](/view.aspx?sf=229180_question/dfedadd91be879ad4505a73a77a694a2.gif)
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(2) |
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z[n+1]=1/3*(x[n]*z[n]+2*y[n]*z[n])+1/12*(x[n-1]*z[n-1]+2*y[n-1]*z[n-1])
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![z[n+1] = (1/3)*x[n]*z[n]+(2/3)*y[n]*z[n]+(1/12)*x[n-1]*z[n-1]+(1/6)*y[n-1]*z[n-1]](/view.aspx?sf=229180_question/0784ec1e4e42efc864443d39e5759bdc.gif)
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(3) |
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Download problem.mw
