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5.1.2 A Class Of Scalar PDEs Of Order Greater Than Two 134 5.2 Higher Order Scalar PDEs Admitting Potential Symmetries 140 5.3 Higher Order Systems Of PDEs Admitting Potential Symmetries 151 6 Conclusions And Further Work 163 6.1 Conclusions 163 6.2 Further Work; PDEs With Three Independent Variables 165 Bibliography 170 Appendices 175 Feb 16th, 2024

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The first Symmetry Is That Of The Isotropy Of Space. That Is To Say, The Motion Of A Free Particle Does Not Depend On The Orientation Of Our Coordinate System. We Conclude Immediately That This Means That L0 Cannot Depend On The Direction Of ~v, But Must Be A Function L0 = L0(v2,~x,t) (1.7) The Second Jan 15th, 2024

Worksheet 1.4A, Symmetries Of Functions
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