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Proceedings. United States - Japan Seminar on Differential and Functional Equations, University of Minnesota, Minneapolis, Minnesota, June 26-30, 1967, edited by William A. Harris Jr. and Yasutaka Sibuya. W.A. Benjamin, Inc., New York, Amsterdam, 1967. 500 pages. $8 50

1968
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Canadian mathematical bulletin
*

The author proceeds carefully with

doi:10.1017/s0008439500029684
fatcat:msa5myv55re2xjxd6zrhwlvkpi
*a*good deal of attention to rigour, although he admits to*a*certain amount of "hand-waving" at times. ... Kazarinoff, Recent*Results*and Unsolved Problems in Diffraction*Theory*. Tosihusa Kimura, On the Global*Theory*of*Algebraic**Differential**Equations*. W.S. ... Wilfred Kaplan, Analytic*Ordinary**Differential**Equations*in the Large. Junji Kato, On the Existence of*a*Solution Approaching Zero*for*Functional*Differential**Equations*. Nicholas D. ...##
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Spectrum-Based Robust Stability Analysis of Linear Delay Differential-Algebraic Equations
[chapter]

2015
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Numerical Algebra, Matrix Theory, Differential-Algebraic Equations and Control Theory
*

In this talk we discuss recent

doi:10.1007/978-3-319-15260-8_19
fatcat:iffd7atltnczfoliwqfvjoafsa
*results*on the robust stability analysis of linear delay*ordinary**differential**equations*(DODEs) and linear delay*differential*-*algebraic**equations*(DDAEs). ... We close the talk by mentioning some further related*results*and topics*for*future research. References [1] N.H. Du, V. H. Linh, and V. Mehrmann, Robust stability of*differential*-*algebraic**equations*. ... In this talk we discuss recent*results*on the robust stability analysis of linear delay*ordinary**differential**equations*(DODEs) and linear delay*differential*-*algebraic**equations*(DDAEs). ...##
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Page 4952 of Mathematical Reviews Vol. , Issue 98H
[page]

1998
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Mathematical Reviews
*

Langley [

*Results*Math. 16 (1989), no. 1-2, 3-15; MR 90m:34009]*for**a*second order*equation*.” 98h:34006 34A20 Gundersen, Gary G. ... of some*ordinary*non- homogeneous and homogeneous*differential**equations*of order n. ...##
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Page 1609 of Mathematical Reviews Vol. 41, Issue 6
[page]

1971
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Mathematical Reviews
*

Lehrer-Ilamed (Yavne)
8736

*ORDINARY**DIFFERENTIAL**EQUATIONS**ORDINARY**DIFFERENTIAL**EQUATIONS*See also 9054, 9055, 9078, 9446, 9589, 9590. Barbashin, E.*A*. [BarbaSin, E. ... The nth order, linear, homogeneous,*ordinary**differential**equation*is treated. ...##
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Page 2593 of Mathematical Reviews Vol. 58, Issue 4
[page]

1979
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Mathematical Reviews
*

Geometrical foundations and

*results*on*a*problem suggested in*a*paper by Anderson and Davison: “*A*generalization of Lie’s ‘counting’ theorem*for*second-order*ordinary**differential**equations*” (J. ...*A*necessary condition*for**a*to be*a*defect value of*a*meromorphic 58 #17268*Ordinary**Differential**Equations*58 #17270 34 solution of finite order to the*equation*(1) is that F(z,*a*, 0,- - - , 0) =0. ...##
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Page 1763 of Mathematical Reviews Vol. , Issue 2003C
[page]

2003
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Mathematical Reviews
*

The authors give an

*algebraic*formulation of the Lie symmetries of*ordinary**differential**equations*. ... Summary: “*A*description of the full symmetry*algebra*(i.e., includ- ing higher symmetries)*for**a*general nonlinear system of*ordinary**differential**equations*is given in terms of its general solution and ...##
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On the problem of Baer and Kolchin in the Picard-Vessiot theory

2011
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Banach Center Publications
*

We present the history of the development of Picard-Vessiot

doi:10.4064/bc94-0-14
fatcat:apiiuat2ancuvd7nnktchmrzjq
*theory**for*linear*ordinary**differential**equations*. ... Some new*results*concerning existence of*a*Picard-Vessiot extension*for**a*homogeneous linear*ordinary**differential**equation*defined over*a*real*differential*field K with real closed field of constants ... linear*ordinary**differential**equation*considered is*algebraically*closed. ...##
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Richard D. Schafer, An Introduction to Nonassociative Algebras (Academic Press Inc., New York and London, 1966), x+166 pp., 64s

1969
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Proceedings of the Edinburgh Mathematical Society
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attempting to learn topological vector space

doi:10.1017/s0013091500012852
fatcat:2bqsew3qezappmezopohcgizvy
*theory*with*a*view to using its*results*in partial*differential**equations*. ... In the first, by introducing the*theory*of finite difference operators and drawing heavily on*a*knowledge of the solution of*ordinary**differential**equations*, the solution of finite difference*equations*...##
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Integrating linear ordinary fourth-order differential equations in the MAPLE programming environment

2021
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Eastern-European Journal of Enterprise Technologies
*

This paper reports

doi:10.15587/1729-4061.2021.233944
fatcat:gpsftxmpavew3ivuaoldj6yqfu
*a*method to solve*ordinary*fourth-order*differential**equations*in the form of*ordinary*power series and,*for*the case of regular special points, in the form of generalized power series ... The program*for*solving*ordinary*fourth-order*differential**equations*could be used to construct Green's functions of boundary problems, to solve*differential**equations*with private derivatives,*a*system ...*A*method has been constructed*for*solving*a*linear*ordinary**differential**equation*of the fourth order in an analytical form. ...##
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Page 2508 of Mathematical Reviews Vol. , Issue 2002D
[page]

2002
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Mathematical Reviews
*

Our

*results*generalize and improve some*results*shown in*ordinary**differential**equations*by M. Hirsch and others.” 2002d:34005 34A12 34BI5 49K40 Bartkiewicz, M. ... Summary: “This paper is devoted to discussing asymptotic behav- iors*for**algebraic*-*differential*systems by the use of monotone flow*theory*. ...##
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Page 136 of Mathematical Reviews Vol. 51, Issue 1
[page]

1976
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Mathematical Reviews
*

The application of this generalization to an nth order

*ordinary**differential**equation*shows that the maximal set of*algebraically*independent labels*for**a*transformation is {x, yy’, >, y"-»}. ... The possibility of using higher derivatives in the transformation laws*for**ordinary**differential**equations*is well known*for*second-order*ordinary**differential**equations*in the Hamiltonian formulation ...##
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Page 104 of Mathematical Reviews Vol. , Issue 90A
[page]

1990
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Mathematical Reviews
*

This set of lecture notes is

*a*good survey of recent research on*differential**algebra*in the*ordinary**differential*case and its appli- cations to*ordinary**differential**equations*. ... The author intends among other things to deal with “arbitrary constants” of the usual*theory*of*ordinary**differential**equations*in the manner of*differential**algebra*. ...##
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Page 1096 of Mathematical Reviews Vol. , Issue 2000b
[page]

2000
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Mathematical Reviews
*

Systems of

*ordinary**differential**equations*(explicit systems as well as*differential*-*algebraic**equations*) are investigated using differ- ential geometric ideas involving jet spaces. ... Yoshizawa [Stability*theory*and the existence 34*ORDINARY**DIFFERENTIAL**EQUATIONS*1096 of periodic solutions and almost periodic solutions, Springer, New York, 1975; MR 57 #6673]. ...##
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Page 604 of Mathematical Reviews Vol. , Issue 91B
[page]

1991
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Mathematical Reviews
*

Karsai, Some attractivity

*results**for*second order nonlinear*ordinary**differential**equations*(pp. 291-305); J. Kato, Phase space*for*functional-*differential**equations*(pp. 307-325); V. ... Pelczar, Generalized peri- odic problems*for**ordinary*and partial*differential**equations*(pp. 485-505); I. ...##
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Page 980 of Mathematical Reviews Vol. , Issue 2002B
[page]

2002
*
Mathematical Reviews
*

Recently, many

*results*on local bifurcations*for**ordinary*dif- ferential*equations*using computer*algebra*systems have been ob- tained [see, e.g., E. M. James and N. G. Lloyd, IMA J. Appl. ... ISBN 5-02-031441-2 The present monograph is concerned with*a*solution*theory**for**differential*-*algebraic*systems of the form (*) (d/dx)(*A*(t)x) = B(t)x + f(t), Both authors have been working*for**a*long time ...
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