W. E. Johnson

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Common Coauthors
Coauthor Papers Together
C. M. Petty 2
Rachael Dickson 1
T. R. Jenkins 1
Amiel Feinstein 1
Commonly Cited References
Action Title Year Authors # of times referenced
+ The theory of functions of real variables 1956 Lawrence M. Graves
1
+ PDF Chat Nonoscillatory solutions of second order nonlinear differential equations 1969 Lynn Erbe
1
+ Stability properties of(r(t)u?)?+a(t) f(u) g(u?)=0 1970 T. A. Burton
Ronald Grimmer
1
+ A Note on Boundedness Theorems of Certain Second Order Differential Equations 1964 James S. W. Wong
1
+ A note on boundedness of solutions of certain second-order differential equations 1970 M. S. Zarghamee
B. Mehri
1
+ A contribution to flame theory 1957 Gloria L. Klein
1
+ On the asymptotic behaviour of solutions of x″ + a(t)f(x) = 0 1971 T. A. Burton
Ronald Grimmer
1
+ Some Properties of Solutions of ẍ + <i>p</i> (<i>t</i>) <i>g</i> (<i>x, x</i>) = 0 1969 Athanassios G. Kartsatos
1
+ The limits of the eigenvalue of the laminar flame equation in terms of the reaction rate-temperature centroid 1959 J. Adler
1
+ On boundedness of solutions of certain second-order differential equations 1969 B. S. Lalli
1
+ Oscillation and monotonity theorems concerning non-linear differential equations of the second order 1958 I. Bihari
1
+ PDF Chat A Stability theorem for the nonlinear differential equation <i>x</i>″+<i>p</i>(<i>t</i>)<i>g</i>(<i>x</i>)<i>h</i>(<i>x</i>′) = 0 1969 Athanassios G. Kartsatos
1
+ Boundedness theorems for certain second order nonlinear differential equations 1970 S. H. Chang
1
+ Terminal Value Problems for Second Order Nonlinear Differential Equations 1970 Warren E. Shreve
1
+ Some Properties of Solutions of $u''( t ) + a( t )f( u )g( {u'} ) = 0$.III 1966 James S. W. Wong
1
+ On periodic solutions of certain second order ordinary differential equations with periodic coefficients 1964 I. Bihari
1
+ Stability theory of differential equations 1954 H.L. Platzer
1
+ Some properties of solutions ofu?(t)+a(t) f(u) g(u?)=0 (II) 1965 J. S. W. Wong
T. A. Burton
1