On a method of estimating derivatives in complex differential equations /

QR Code

On a method of estimating derivatives in complex differential equations /

Enregistré dans:

Détails bibliographiques
Auteur principal:	Barsegian, Grigor A.
Autres auteurs:	Laine, Ilpo., Yang, Chung-Chun.
Format:	Article
Langue:	English
Sujets:	Algebraic differential equation Composite functions Inverse meromorphic derivative
Tags:	Ajouter un tag Pas de tags, Soyez le premier à ajouter un tag!

Thư viện lưu trữ:	Thư viện Trường Đại học Đà Lạt

Documents similaires

On factorization of the solutions of second order linear differential equations /
par: Zheng, Jianhua.

First order algebraic differential equations : a differential algebraic approach /
par: Matsuda, Michihiko, 1938-
Publié: (1980)

Surveys in Differential-Algebraic Equations II
par: Ilchmann, Achim, et autres
Publié: (2015)

Linear functional-differential equations on the line /
par: Belitskii, G.

Differential equations and linear algebra
Publié: (2002)

A first course in partial differential equations with complex variables and transform methods /
par: Weinberger, Hans F.
Publié: (1965)

Differential equations, dynamical systems, and linear algebra
par: Hirsch, Morris W., 1933-
Publié: (1974)

From Ordinary to Partial Differential Equations. 1st ed. 2017
par: Esposito, Giampiero
Publié: (2020)

A statement of Weierstrass on meromorphic functions which admit an algebraic addition theorem /
par: Abe, Yukitaka.

On the stability of nonautonomous functional differential equation /
par: Andreev, Alexandre.

Impulsive differential equations
par: Samoilenko, A. M.
Publié: (1995)

Impulsive differential equations /
par: Samoĭlenko, A. M.
Publié: (1995)

Control of buffer stocks modeled by functional differential equations /
par: Underwood, Robert.

Differential equations with computer lab experiments
par: N. Scott Wright
Publié: (1998)

Differential equations with computer lab experiments
par: Wright, N. Scott
Publié: (1998)

Principal solutions of non-oscillatory half-linear differential equations /
par: Arpad, Elbert.

Differential equations
par: Polking, John
Publié: (2006)

Differential equations : a modeling perspective /
par: Borrelli, Robert L., 1932-
Publié: (2004)

Differential equations : a modeling perspective /
par: Borrelli, Robert L., 1932-
Publié: (2004)

Damped oscillation of solutions for some nonlinear second order ordinary differential equations /
par: Naito, Yuki.

Impulsive differential equations with a small parameter /
par: Bainov, D.
Publié: (1994)

Impulsive differential equations with a small parameter /
par: Bainov, D.
Publié: (1994)

Elementary differential equations
par: Kells, lyman M.
Publié: (1947)

Principles of differential equations
par: Markley, Nelson G.
Publié: (2004)

Applied differential equations
par: Spiegel, Murray R.

Ordinary differential equations /
par: Arnolʹd, V. I. 1937-2010.
Publié: (1973)

Numerical Methods for Nonlinear Partial Differential Equations
par: Bartels, Sören
Publié: (2015)

Oscillation and nonoscillation theorems for second order quasilinear functional-differential equations of neutral type /
par: Jaros, Jaroslav.

Grobner deformations of hypergeometric differential equations /
par: Saito, Mutsumi, 1960-
Publié: (2000)

Student Solutions Manual for Zill's Differential Equations with Computer Lab Experiments
par: Wright, W. Scott
Publié: (1998)

Complete solutions manual for Zills differential equations with computer lab experiments
par: Wright, N. Scott
Publié: (1998)

An introduction to differential equations and their applications
par: Farlow, Stanley J.
Publié: (1994)

The solution of ordinary differential equations
par: Ince, E. L.
Publié: (1987)

Introduction to ordinary differential equations
par: Saperstone, Stephen H.
Publié: (1998)

An introduction to ordinary differential equations /
par: Robinson, James C. 1969-
Publié: (2004)

Ordinary differential equations with applications.
par: Chicone, Carmen Charles.
Publié: (1999)

Geometric approaches to differential equations /
Publié: (2000)

Geometric approaches to differential equations.
Publié: (2000)

Differential equations :
par: Simmons, George Finlay
Publié: (2007)

Differential equations with applications and historical notes
par: Simmons, George F.
Publié: (1991)