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verified SJR 0,986 · Q1 • database Scopus / SJR & Web of Science indexed
ESAIM - Control, Optimisation and Calculus of Variations
France · EDP Sciences
workspace_premium Q1 — Computational Mathematics lock Subscription Unclaimed

ESAIM - Control, Optimisation and Calculus of Variations

ESAIM - Control, Optimisation and Calculus of Variations is a journal indexed in SJR in Computational Mathematics and Control and Systems Engineering with an H index of 69. It has an SJR impact factor of 0,986 and it has a best quartile of Q1. It is published in English. It has an SJR impact factor of 0,986.

ISSN: 1292-8119
Editorial: EDP Sciences
Category: Computational Mathematics
Indexation: verifiedScopus / SJR verifiedWeb of Science

Unclaimed profile — some fields may be incomplete.

open_in_new Portal NPD menu_book Guidelines NPD
schedule Datos CoP · solo campos en BD
SJR Impact Factor trending_up
0,986 Q1
H-index 69
Tasa de Aceptación pie_chart
29% Selectiva
Fuente Acceptance_Rate
Tiempo a publicación hourglass_top
NPD
Campo Sin dato
Coste de Publicación (APC) payments
NPD Subscription
Ruta Non-OA NPD

Metrics

Campos Scimago / CoP — sin series inventadas

Scopus / SJR Web of Science

SJR Impact

0,986

H-index

69

Docs (year)

91

Docs 3y

308

Total refs

3110

Cites 3y

436

Citable 3y

307

Cites/Doc 2y

1.25

Ref/Doc

34.18

Immediate OA

—

Embargoed OA

NPD

Non OA / Submission

—

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Asymmetric heteroclinic double layers

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Well-posedness for Systems Representing Electromagnetic/Acoustic Wavefront Interaction

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Discrete feedback stabilization of semilinear control systems

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Description of the lack of compactness for the Sobolev imbedding

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Controls insensitizing the norm of the solution of a semilinear heat equation in unbounded domains

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Controllability and observability of linear delay systems: an algebraic approach

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Control of Transonic Shock Positions

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Control of the Wave Equation by Time-Dependent Coefficient

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Control of the continuity equation with a non local flow

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Control for the sine-gordon equation

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Carleman estimates for the non-stationary Lame system and the application to an inverse problem

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Boundary controllability in problems of transmission for a class of second order hyperbolic systems

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