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Weak Solution Theory for Maxwell′s Equations in the Semistatic Limit Case
Albert Milani
, Rainer Picard
Mathematics & Statistical Sciences
Research output
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Contribution to journal
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Article
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peer-review
13
Citations (Scopus)
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Dive into the research topics of 'Weak Solution Theory for Maxwell′s Equations in the Semistatic Limit Case'. Together they form a unique fingerprint.
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Mathematics
Curl
87%
Electromagnetic Fields
85%
Continuous Dependence
80%
Maxwell's equations
79%
Weak Solution
62%
Monotone
59%
Hilbert space
52%
Lipschitz Map
50%
Quasilinear System
47%
Electric Field
42%
Galerkin Approximation
41%
Vector-valued Functions
41%
Continuous Map
38%
Proof by induction
37%
Approximation Methods
36%
Galerkin Method
36%
Evolution Equation
33%
Global Existence
33%
Initial-boundary-value Problem
32%
Space-time
32%
Existence Results
31%
Lipschitz
31%
Genus
30%
Bounded Domain
29%
Uniqueness
27%
Existence and Uniqueness
27%
Boundary conditions
24%
Arbitrary
19%
Form
15%
Engineering & Materials Science
Maxwell equations
94%
Electromagnetic fields
77%
Electromagnetic induction
46%
Boundary value problems
41%
Electric fields
34%
Boundary conditions
28%