 |
Similarity Methods for Differential Equations [Applied Mathematical Sciences - 13.0] by Bluman, George W. & Cole, Julian D.18 set, 2019 Tags=[Finite, Invariant, lie algebra, calculus, equation, function, ordinary differential equation, partial differential equation, proof, variable, wave equation, Lie theory, Lie symmetry, Symmetry, symmetry methods] DOI=[10.1007/978-1-4612-6394-4] Formats=[PDF] ISBN=[9781461263944] ISSN=[0066-5452] LCN=[QA 1.A647 vol. 13e] OCLC=[863782137] Year=[1974]
|
 |
Applications of Symmetry Methods to Partial Differential Equations [Applied Mathematical Sciences - 168.0] by Bluman, George W. & Cheviakov, Alexei & Anco, Stephen C.27 feb, 2017 Tags=[Mathematics, Group Theory, Mathematical Analysis, Algebra, General, calculus, symmetry methods, Lie theory] DOI=[10.1007/978-0-387-68028-6] Formats=[PDF] Google=[PflI-9klbV4C] ISBN=[9780387680286] OCLC=[873689420] Year=[2010]
|
 |
Symmetry and Integration Methods for Differential Equations [Applied Mathematical Sciences - 154.0] by Bluman, George W. & Anco, Stephen C.27 feb, 2017 Tags=[symmetry methods, Lie theory] Amazon=[B000WN40YC] DOI=[10.1007/b97380] Formats=[PDF] ISBN=[9780387216492] LCN=[QA1 .A6747 no. 154 2002] OCLC=[879624143] Year=[2002]
|
 |
Symmetries and Differential Equations [Applied Mathematical Sciences - 81.0] by Bluman, George W. & Kumei, Sukeyuki27 feb, 2017 Tags=[Mathematics, Mathematical Analysis, calculus, Lie theory, symmetry methods] DOI=[10.1007/b97380] Formats=[PDF] Google=[ZhbrBwAAQBAJ] ISBN=[9781475743074] OCLC=[851759824] Year=[1989]
|