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Academic Journal

A MAXIMUM PRINCIPLE FOR FRACTIONAL DIFFUSION DIFFERENTIAL EQUATIONS

Authors : CHAN, C. Y.; LIU, H. T.

Source: Quarterly of Applied Mathematics, 2016 Sep 01. 74(3), 421-427.

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SINGLE BLOW-UP POINT AND CRITICAL SPEED FOR A PARABOLIC PROBLEM WITH A MOVING NONLINEAR SOURCE ON A SEMI-INFINITE INTERVAL

Authors : CHAN, C. Y.; SAWANGTONG, P.; TREEYAPRASERT, T.

Source: Quarterly of Applied Mathematics, 2015 Sep 01. 73(3), 483-492.

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Academic Journal

QUENCHING CRITERIA FOR A PARABOLIC PROBLEM DUE TO A CONCENTRATED NONLINEAR SOURCE IN AN INFINITE STRIP

Authors : CHAN, C. Y.; TRAGOONSIRISAK, P.

Source: Quarterly of Applied Mathematics, 2013 Sep 01. 71(3), 541-548.

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BLOW-UP CRITERIA FOR A PARABOLIC PROBLEM DUE TO A CONCENTRATED NONLINEAR SOURCE ON A SEMI-INFINITE INTERVAL

Authors : CHAN, C. Y.; TREEYAPRASERT, T.

Source: Quarterly of Applied Mathematics, 2012 Mar 01. 70(1), 159-169.

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Academic Journal

A MULTI-DIMENSIONAL BLOW-UP PROBLEM DUE TO A CONCENTRATED NONLINEAR SOURCE IN ℝ N

Authors : CHAN, C. Y.; TRAGOONSIRISAK, P.

Source: Quarterly of Applied Mathematics, 2011 Jun 01. 69(2), 317-330.

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A BLOW-UP CRITERION FOR A DEGENERATE PARABOLIC PROBLEM DUE TO A CONCENTRATED NONLINEAR SOURCE

Authors : CHAN, C. Y.; BOONKLURB, R.

Source: Quarterly of Applied Mathematics, 2007 Dec 01. 65(4), 781-787.

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QUENCHING FOR A DEGENERATE PARABOLIC PROBLEM DUE TO A CONCENTRATED NONLINEAR SOURCE

Authors : CHAN, C. Y.; JIANG, X. O.

Source: Quarterly of Applied Mathematics, 2004 Sep 01. 62(3), 553-568.

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SINGLE-POINT BLOW-UP FOR A DEGENERATE PARABOLIC PROBLEM DUE TO A CONCENTRATED NONLINEAR SOURCE

Authors : CHAN, C. Y.; TIAN, H. Y.

Source: Quarterly of Applied Mathematics, 2003 Jun 01. 61(2), 363-385.

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Academic Journal

CHANNEL FLOW OF A VISCOUS FLUID IN THE BOUNDARY LAYER

Authors : CHAN, C. Y.; KONG, P. C.

Source: Quarterly of Applied Mathematics, 1997 Mar 01. 55(1), 51-56.

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Academic Journal

EXISTENCE OF CLASSICAL SOLUTIONS FOR SINGULAR PARABOLIC PROBLEMS

Authors : CHAN, C. Y.; WONG, BENEDICT M.

Source: Quarterly of Applied Mathematics, 1995 Jun 01. 53(2), 201-213.

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