| 41. | In other words, in modern mathematical notation we are asked to solve the linear equation:
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| 42. | A linear equation is a straight line as is the first degree polynomial described above.
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| 43. | :This is equivalent to solving a system of linear equations over GF ( 2 ).
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| 44. | Much effort has been put in the development of methods for solving systems of linear equations.
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| 45. | See System of linear equations for more details.
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| 46. | :Matrices are standard practise in solving linear equations.
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| 47. | Linear equations can have one or more variables.
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| 48. | We therefore get a system of n linear equations in 2e + k + 1 unknowns.
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| 49. | This is just a system of linear equations.
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| 50. | Later, Vasiliev constructed gauge-invariant non-linear equations.
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