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Leif Mejlbro
  • País: Denmark
  • Cantidad de libros: 121

Leif Mejlbro was educated as a mathematician at the University of Copenhagen, where he wrote his thesis on Linear Partial Differential Operators and Distributions. Shortly after he obtained a position at the Technical University of Denmark, where he remained until his retirement in 2003. He has twice been on leave, first time one year at the Swedish Academy, Stockholm, and second time at the Copenhagen Telephone Company, now part of the Danish Telecommunication Company, in both places doing research.

At the Technical University of Denmark he has during more than three decades given lectures in such various mathematical subjects as Elementary Calculus, Complex Functions Theory, Functional Analysis, Laplace Transform, Special Functions, Probability Theory and Distribution Theory, as well as some courses where Calculus and various Engineering Sciences were merged into a bigger course, where the lecturers had to cooperate in spite of their different background. He has written textbooks to many of the above courses.

His research in Measure Theory and Complex Functions Theory is too advanced to be of interest for more than just a few specialist, so it is not mentioned here. It must, however, be admitted that the philosophy of Measure Theory has deeply in uenced his thinking also in all the other mathematical topics mentioned above.

After he retired he has been working as a consultant for engineering companies { at the latest for the Femern Belt Consortium, setting up some models for chloride penetration into concrete and giving some easy solution procedures for these models which can be applied straightforward without being an expert in Mathematics. Also, he has written a series of books on some of the topics mentioned above for the publisher Ventus/Bookboon.

Búsqueda por Leif Mejlbro
Complex Functions Examples c-7
Examples of General Elementary Series
Stability, Riemann Surfaces, Conformal Mappings
Random variables II
Global Analysis
Real Functions in Several Variables: Volume III
Elementary Analytic Functions
Complex Functions Theory c-11
Examples of Sequences
Real Functions in One Variable - Elementary...
Analytic Aids
Examples of Differential Equations of Second...
Real Functions in Several Variables: Volume VIII
Real Functions in Several Variables: Volume VII
Real Functions in Several Variables: Volume V
Complex Functions Examples c-6
Real Functions in Several Variables: Volume VI
Real Functions in One Variable - Simple 2...
Examples of Power Series
Stochastic Processes 1
The Laplace Transformation I – General Theory
Random variables I
Complex Functions Theory c-12
Real Functions in One Variable - Simple 1...
Real Functions in One Variable - Complex...
Complex Functions Examples c-8
Complex Functions Examples c-2
My Horror Chamber
Discrete Distributions
Methods for finding Zeros in Polynomials
Examples of Applications of The Power Series...
Topological and Metric Spaces, Banach Spaces...
Examples of Fourier series
Integral Operators
Linear algebra c-2
Real Functions in Several Variables: Volume II
Complex Functions Examples c-5
Ordinary differential equations of first order
Linear algebra c-3
Hilbert Spaces and Operators on Hilbert Spaces
Real Functions in Several Variables: Volume I
Real Functions in Several Variables: Volume XI
Real Functions in One Variable - Integrals...
Complex Functions c-1
Linear algebra c-1
Real Functions in Several Variables: Volume X
Stochastic Processes 2
Continuous Distributions
Real Functions in One Variable
Examples of Eigenvalue Problems
Real Functions in One Variable - Taylor's...
Real Functions in Several Variables: Volume IX
Real Functions in Several Variables: Volume IV
Complex Functions Examples c-3
Spectral Theory
Sequences and Power Series
Calculus of Residua
Complex Functions Examples c-9
Complex Functions Examples c-4
Linear algebra c-4
Random variables III
Introduction to Probability
Fourier Series and Systems of Differential...
Examples of Systems of Differential Equations...
Matematisk Analyse 2c-1
Stokastiske Processer 1
Matematisk Analyse 2b
Matematisk Analyse 1c-6
Matematisk Analyse 1c-4
Argumentprincippet og Mangetydige Funktioner
Matematisk Analyse 3c-1
Analytiske hjælpemidler
Matematisk Analyse 1c-1
Matematisk Analyse 1c-2
Konform Afbildning og Dirichletproblemet
Matematisk Analyse 4b
Matematisk Analyse 1a
Global Analyse
Laurentrækker
Matematisk Analyse 2c-4
Matematiske værktøjer i Signalanalyse
Lineær Algebra, Eksempler c-3
Matematisk Analyse 4c-1
Matematisk Analyse 4c-3
Nogle transformationer
Diskrete Fordelinger
Analytiske funktioner
Stokastiske variable I
Stokastiske variable III
Matematisk Analyse 2c
Matematisk Analyse 2c-10
Lineær Algebra, Eksempler c-2
Matematisk Analyse 2c-2
Matematisk analyse 1c-3
Hilbertrum og Operatorer på Hilbertrum
Komplekse tal
Topologiske og metriske rum, Banachrum og...
Matematisk Analyse 3c-2
Matematisk Analyse 3c-3
Matematisk Analyse 2c-6
Matematisk Analyse 2c-8
Matematisk Analyse 4c-2
Matematisk Analyse 3b
Spektralteori
Lineær Algebra, Eksempler c-4
Matematisk analyse 1c-5
Integraloperatorer
Elementære analytiske funktioner og ...
Matematisk Analyse 2c-9
Matematisk Analyse 4c-4
Matematisk Analyse 2c-5
Kontinuerte Fordelinger
Anvendelser af residueregning
Lineær Algebra, Eksempler c-1
Matematisk Analyse 3c-4
Matematisk Analyse 2c-7
Stokastiske Processer 2
Stokastiske variable II
Potensrækker
Residuer
Sandsynlighedsbegrebet
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