DIGITAL.CSIC: Instituto de Ciencias Matemáticas (ICMAT)

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Instituto de Ciencias Matemáticas (ICMAT) : [184]

El Instituto de Ciencias Matemáticas (ICMAT) es un instituto mixto del Consejo Superior de Investigaciones Científicas y tres universidades de Madrid: Universidad Autónoma de Madrid, Universidad Carlos III de Madrid y Universidad Complutense de Madrid. El ICMAT es uno de los cinco nodos del Proyecto Consolider Ingenio Mathematica (i-MATH) y una de las cuatro sedes del Centro Nacional de Investigación en Matemáticas (IEMath).

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(ICMAT) Artículos [173]

(ICMAT) Comunicaciones congresos [3]

(ICMAT) Cursos-Material didáctico [0]

(ICMAT) Informes y documentos de trabajo [0]

(ICMAT) Libros y partes de libros [5]

(ICMAT) Material de divulgación [1]

(ICMAT) Patentes [0]

(ICMAT) Tesis [2]

Envíos recientes

De expectativas y realidades

Preface: Current perspectives in modelling, monitoring, and predicting geophysical fluid dynamics

Poisson-Lie groups, bi-Hamiltonian systems and integrable deformations

On the Geometry of the Hamilton–Jacobi Equation and Generating Functions

Prescribing the nodal set of the first eigenfunction in each conformal class

On the existence of stationary splash singularities for the Euler equations

Helicity is the only integral invariant of volume-preserving transformations

Beltrami fields with a nonconstant proportionality factor are rare

Realization problems for limit cycles of planar polynomial vector fields

Infinitesimal moduli for the Strominger system and Killing spinors in generalized geometry

Gravitating vortices, cosmic strings, and the Kähler--Yang--Mills equations

Matemáticas y sus fronteras

Introduction to Mathematics and Geosciences: Global and Local Perspectives, Volume II

Kinetic theory and numerical simulations of two-species coagulation

Archivo Julio Rey Pastor

Geometric formulation of mechanical systems subjected to time-dependent one-sided constraints

Dirac brackets in constrained dynamics

Vakonomic mechanics versus non-holonomic mechanics: A unified geometrical approach

A sharp bilinear estimate for the Klein-Gordon equation in R1+1