Bibliography

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2015
DYAKEVICH NADEJDAE.  2015.  ON OCCURRENCE OF COMPLETE BLOW-UP OF THE SOLUTION FOR A DEGENERATE SEMILINEAR PARABOLIC PROBLEM WITH INSULATED BOUNDARY CONDITIONS. Dynamic Systems and Applications. 24:14.
2011
CHAN C.Y, TRAGOONSIRISAK P..  2011.  A QUENCHING PROBLEM DUE TO A CONCENTRATED NONLINEAR SOURCE IN AN INFINITE STRIP. Dynamic Systems and Applications. 20:13.
2009
SCHAEFER PHILIPW.  2009.  BLOW-UP PHENOMENA IN SOME POROUS MEDIUM PROBLEMS. Dynamic Systems and Applications. 18:7.
CHAN C.Y, TRAGOONSIRISAK P..  2009.  EFFECTS OF A CONCENTRATED NONLINEAR SOURCE ON QUENCHING IN R N. Dynamic Systems and Applications. 18:7.
CHAN W.Y.  2009.  EXISTENCE OF THE CLASSICAL SOLUTION FOR DEGENERATE QUASILINEAR PARABOLIC PROBLEMS WITH SLOW DIFFUSIONS. Dynamic Systems and Applications. 18:17.
CHAN C.Y.  2009.  QUENCHING CRITERIA FOR A DEGENERATE PARABOLIC PROBLEM DUE TO A CONCENTRATED NONLINEAR SOURCE. Dynamic Systems and Applications. 18:7.
CHAN C.Y, TREEYAPRASERT T..  2009.  QUENCHING FOR A PARABOLIC PROBLEM DUE TO A CONCENTRATED NONLINEAR SOURCE ON A SEMI-INFINITE INTERVAL. Dynamic Systems and Applications. 18:8.
CHAN C.Y, LIU H.T.  2009.  QUENCHING FOR DEGENERATE PARABOLIC PROBLEMS WITH NONLOCAL BOUNDARY CONDITIONS. Dynamic Systems and Applications. 18:12.
2007
CHAN C.Y., LIU H.T..  2007.  EXISTENCE, UNIQUENESS AND QUENCHING OF THE SOLUTION FOR A NONLOCAL DEGENERATE SEMILINEAR PARABOLIC PROBLEM. Dynamic Systems and Applications. 16:9.