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On the Diophantine Equations $a^x+b^y+c^z=w^2
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Laipaporn, Kittipong
,
Kaewchay, Saowapak
,
Karnbanjong, Adisak
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European journal of pure and applied mathematics
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Preliminary group classification of the full Boltzmann equation with a source term
by
Karnbanjong, Adisak
,
Suriyawichitseranee, Amornrat
,
Grigoriev, Yurii N.
,
Meleshko, Sergey V.
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Application of a Lie group admitted by a homogeneous equation for group classification of a corresponding inhomogeneous equation
by
Long, Feng-Shan
,
Karnbanjong, Adisak
,
Suriyawichitseranee, Amornrat
,
Grigoriev, Yurii N.
,
Meleshko, Sergey V.
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Communications in nonlinear science & numerical simulation
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Application of the admitted Lie group of the \\ classical Boltzmann equation to classification of the \\ Boltzmann equation with a source term
by
Karnbanjong, Adisak
,
Suriyawichitseranee, Amornrat
,
Grigoriev, Yurii N
,
Meleshko, Sergey V
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arXiv.org
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