The following persons have finished their PhD exams in mathematics with **Lars-Erik Persson** as a supervisor (in almost all of the cases with LEP as the scientific main supervisor):

**Nils Svanstedt**1992. Main direction of research: Nonlinear PDE, Homogenization Theory. Latest position: Professor in mathematics at Chalmers University, Gothenburg, Sweden.

Title of PhD thesis: G-convergence and Homogenization of Sequences of Linear and Nonlinear Partial Differential Operators.

(L1)Title of Licentiate thesis (1990): Homogenization of some Scales of Partial Differential Equations.**Thomas Strömberg**1994. Main direction of research: Variational Analysis, Convexity Theory, Hamilton-Jacobi Equations. Current position: Associate Professor and Docent in mathematics at Luleå University of Technology.

Title of PhD thesis: A study of the Operation of Infimal Convolution.

(L2)Title of Licentiate thesis (1992): On Infimal Convolution and a Related Operation Connected to a Young-type Inequality with Applications.**Andrejs Dunkels**1996. Main direction of research: Mathematics Education. Remark: Professor Henning Johansson, Centre for research in teaching and education at Luleå University of Technology, was the supervisor concerning the didactical part of this thesis. Latest Position: Associate Professor in mathematics at Luleå University of technology.

Title of PhD thesis: Contributions to Mathematical Knowledge and its Acquisition.**Anders Holmbom**1996. Main direction of research: Analysis, Homogenization Theory. Current position: Professor in mathematics at Mid-Sweden University in Östersund, Sweden.

Title of PhD thesis: Some Modes of Convergence and their Application to Homogenization and Optimal Composites Design.

(L3)Title of Licentiate thesis (1993): Homogenization Applied to some Problems in Mechanics.**Dag Lukkassen**1996. Main direction of research: Nonlinear PDE, Homogenization Theory. Current position: Professor in mathematics at UiT The Artic University of Norway, Campus Narvik.

Title of PhD thesis: Formulae and Bounds Connected to Optimal Design and Homogenization of Partial differential Operators and Integral Functionals.**Stefan Ericsson**1997. Main direction of research: Interpolation Theory, Wavelets Theory. Current position: Associate Professor in mathematics at Luleå University of Technology, Sweden.

Title of PhD thesis: Contributions to Real Interpolation Theory.**Niklas Wellander**1998. Main direction of research: Nonlinear PDE, Homogenization Theory. Current position: Research Director at FOI Swedish Defence Research Agency in Linköping, Sweden.

Title of PhD thesis: Homogenization of some Linear and Nonlinear Partial Differential Equations.

(L4) Title of Licentiate thesis (1992): Mathematical and Numerical Modelling of the Induced Polarization Phenomenon.**Marianna Euler**1998. Main direction of research: Nonlinear Differential Equations, Grouptheoretic methods for solutions. Current position: Associate Professor and Docent in mathematics at Luleå University of Technology, Sweden.

Title of PhD thesis: Some Theoretical Methods for Solving Multidimensional Nonlinear Partial Differential Equations.**Peter Wall**1998. Main direction of research: Nonlinear PDE, Homogenization Theory. Current position: Chair Professor in mathematics at Luleå University of Technology, Sweden.

Title of PhD thesis: Homogenization of some Partial differential Operators and Integral Functionals.

(L5) Title of Licentiate thesis (1994). Optimal Bounds on the Effective Properties of Multiphase Materials by Homogenization.**Sorina Barza**2000. Main direction of research: Inequalities, Functional Analysis. Current position: Associate Professor and docent in mathematics at Karlstad University, Sweden.

Title of PhD thesis: Weighted Multidimensional Integral Inequalities and Applications.

(L6) Title of Licentiate thesis (1997): Some Sharp Multidimensional Integral Inequalities.**Ove Lindblom**2001. Main direction of research: Nonlinear PDE, Grouptheoretic methods for solutions. Latest known position: Associate Professor in mathematics at University of Gävle/ Sandviken. Now retired.

Title of PhD thesis: Painlevé Analysis and Transformations for Nonlinear Partial Differential Equations.

(L7)Title of Licentiate thesis (1997): Investigations of Bending Waves in Plates and Properties of Nonlinear Wave Equations.**Johan Byström**2002. Main direction of research: Homogenization Theory, Nonlinear PDE, Applications to Composites Engineering. Current position: Associate Professor in mathematics at Luleå University of Technology.

Title of PhD thesis: Some Mathematical and Engineering Aspects of the Homogenization Theory.

(L8)Title of Licentiate thesis (1999): Some New Developments and Applications of the Homogenization Theory.**Maria Nassyrova**2002. Main direction of research: Inequalities, Functional Analysis. Current position: Senior Researcher at Khabarovsk State University, Russia.

Title of PhD thesis: Weighted Inequalities Involving Hardy-type and Limiting Geometric Mean Operators.**Niklas Grip**2003. Main direction of research: Gabor and Wavelets theory, Applications to Signal Processing. Current position: Associate Professor and docent in mathematics at Luleå University of Technology.

Title of PhD thesis: Wavelet and Gabor Frames and Bases – Approximation, Sampling and Applications.

(L9)Title of Licentiate thesis (2000): Hilbert Space Frames and Bases-A Comparison of Gabor and Wavelet Frames and Applications to Multicarrier Digital Communications.**Leon Simula**2003. Main direction of research: Homogenization Theory, Nonlinear PDE, Applications to Composites Engineering. Last known position: Researcher at UiT The Artic University of Norway, Campus Narvik.

Title of PhD thesis: Homogenization Theory for Structures of Honeycomb and Chessboard Structures.

(L10)Title of Licentiate thesis (2001): Some Recent Developments of the Homogenization Theory with Applications.**Dmtry Prokhorov**2003. Main direction of research: Inequalities, Functional Analysis. Current position: Senior Researchein mathematics at Khabarovsk State University, Russia.

Title of PhD thesis: Weighted Inequalities Involving Riemann-Liouville and Hardy-type Operators.**Anna Wedestig**2004. Main direction of research: Inequalities, Functional Analysis. Current position: Senior Lecturer at Luleå Gymnasium.

Title of PhD thesis: Weighted Inequalities of Hardy-Type and their Limiting Inequalities.

(L11)Title of Licentiate thesis (1999): Contributions to the Theory of Inequalities.**Evgueny Kuznetsov**2005. Main direction of research: Analysis. Latest known position: Senior Researcher at Luleå University of Technology.

Title of PhD thesis: Maximal Theorems and Calderón-Zygmund Type Decompositions for the Fractional Maximal Function.**Jonas Engström**2005. Main direction of research: Homogenization Theory, Nonlinear PDE, Applications to Composites Engineering. Current position: Senior researcher and developer at SICOMP, Piteå.

Title of PhD thesis: Some Developments of the Homogenization Theory and Related Questions.

(L12)Title of Licentiate thesis (2002): Some Contributions to Homogenization Theory.**Aigerim Kalybay**2006. Main direction of research: Inequalities, Functional Analysis. Current position: Associate Professor in mathematics at Eurasian National University, Astana, Kazakhstan.

Title of PhD thesis: A New Development of Nikolskii-Lizorkin and Hardy Type Inequalities with Applications.**Christopher Okpoti**2006. Main direction of research: Inequalities, Functional Analysis. Current position: Associate Professor in mathematics at University of Winneba, Ghana. Dean of the Department.

Title of PhD thesis: Weight Characterizations of Hardy and Carleman Type Inequalities.

(L13)Title of Licentiate thesis (2005): Weight Characterizations of Discrete Hardy and Carleman Type Inequalities.**Elena Ushakova**2006. Main direction of research: Inequalities, Functional Analysis. Current position: Senior Researcher in mathematics at Khabarovsk State University, Russia.

Title of PhD thesis: Norm Inequalities of Hardy and Pólya-Knopp Types.**Komil Kuliev**2007. Main direction of research : Parabolic Problems in PDE. The Method of Rothe. Latest known position: Associate Professor in mathematics at University of West Bohemia, Czech Republic.

Title of PhD thesis: Parabolic Problems on Noncylindrical Domains – The Method of Rothe.

(L14) Title of Licentiate thesis (2006): Parabolic Problems on Noncylindrical Domains – The Method of Rothe.**Gulchehra Kulieva**2007. Main direction of research : Parabolic Problems in PDE. The Method of Rothe. Latest known position: Teaching position in mathematics at University of West Bohemia, Czech Republic.

Title of PhD thesis: Some Special Problems in Elliptic and Parabolic Variational Inequalities.

(L15) Title of Licentiate thesis (2006): Some Special Problems in Elliptic and Parabolic Variational Inequalities.**Maria Johansson**2008. Main direction of research : Inequalities. Current position: Associate Professor and docent in mathematics education at Luleå University of Technology.

Title of PhD thesis: Carleman Type Inequalities and Hardy Type Inequalities for Monotone Functions.

(L16) Title of Licentiate thesis (2004): Hardy and Carleman Type Inequalities.**Emmanuel Kwame Essel**2008. Main direction of research : Homogenization Theory, Nonlinear PDE, Applications in Tribology. Current position: Associate Professor in mathematics and Dean at University of Cape Coast, Ghana

Title of PhD thesis: Homogenization of Reynolds Equations and of some Parabolic Problems via Rothe´s Method.

(L17)Title of Licentiate thesis (2007): Homogenization of Reynolds Equations.**Zamira Abdikalikova**2009. Main direction of research : Inequalities, Functional Analysis. Current position: Associate Professor in mathematics at Eurasian National University, Astana, Kazakhstan

Title of PhD thesis: Some new Results concerning Boundedness and Compactness for Embeddings between Spaces with Multiweighted Derivatives.

(L18)Title of Licentiate thesis ((2007): Embedding Theorems for Spaces with Multiweighted Derivatives.**Guy Beeri**2009. Main direction of research: Homogenization Theory, Nonlinear PDE, Applications in Material Sciences. Current position: Associate Professor at UiT The Artic University of Norway, Campus Narvik.

Title of PhD thesis: Some Mathematical, Numerical and Engineering Aspects of Composite Structures and Perforated Solids.**Irina Pankratova**2009. Main direction of research : Homogenization theory, Nonlinear PDE. Current position: Associate Professor in mathematics at UiT The Artic University of Norway, Campus Narvik.

Title of PhD thesis: Homogenization of Elliptic Equations in Thin Cylinders and Related Qualitative Problems.

(L19) Title of Licentiate thesis (2009): Convection-Diffusion Equation in Unbounded Cylinder and Related Homogenization Problems.**Anca-Nicoleta Marcoci**2010. Main direction of research : Functional Analysis, Function Spaces, Inequalities. Current position: Associate Professor in mathematics at Technical University of Civil Engineering, Bucharest, Romania.

Title of PhD thesis: Some New Results Concerning Banach Spaces of Infinite Matrices and Lorentz Sequence Spaces.

(L20) Title of Licentiate thesis (2009): Some New Results Concerning Lorentz Sequence Spaces and Schur Multipliers.**Liviu-Gabriel Marcoci**2010. Main direction of research : Functional Analysis, Function Spaces, Inequalities. Current position: Associate Professor in mathematics at Technical University of Civil Engineering, Bucharest, Romania.

Title of PhD thesis: A Study of Schur Multipliers and some Banach Spaces of Infinite Matrices.

(L21) Title of Licentiate thesis (2009): Some New Results Concerning Schur Multipliers and Duality Results Between Bergman-Schatten and Little Bloch Spaces.**Kristina Krulic**2010. Main direction of research : Functional Analysis, Inequalities. Current position: Associate Professor at University of Zagreb, Croatia.

Title of PhD thesis: Generalizations and Refinements of Hardy´s Inequality.**Yulia Koroleva**2010. Main direction of research : Homogenization theory, Nonlinear PDE. Latest known position: Researcher in mathematics at Moscow Lomonosov State University, Moscow, Russia.

Title of PhD thesis: Integral Inequalities of Hardy and Friedrichs types with Applications to Homogenization Theory.

(L22) Title of Licentiate thesis (2009): Some New Friedrichs-Type Inequalities in Domains with Microhomogeneous Structure.**Klas Pettersson**2010. Main direction of research : Homogenization theory, Nonlinear PDE. Current position: Associate Professor in mathematics at UiT The Artic University of Norway, Campus Narvik.

Title of PhD thesis: Homogenization of Some Elliptic Equations with Connections to Elasticity.**John Fabricius**2011. Main direction of research: Homogenization theory, Nonlinear PDE, Applications in Tribology. Current position: Associate Professor in mathematics at Luleå University of Technology.

Title of PhD thesis: Homogenization of some problems in hydrodynamic lubrication involving rough boundaries.

(L23) Title of Licentiate thesis (2008): Homogenization theory with applications in Tribology.**Lyazzat Sarybekova**2011. Main direction of research: Inequalities, Functional Analysis, Fourier Multipliers. Current position: Associate Professor in mathematics at Eurasian National University.

Title of PhD thesis: Some new Fourier Multiplier Results of Lizorkin and Hörmander Types.

(L24) Title of Licentiate thesis (2009): Some new Lizorkin Multiplier Theorems for Fourier Series and Transforms.**Olga Popova**2012. Main direction of research : Inequalities. Latest known position: Researcher in mathematics at Moscow Lomonosov State University, Moscow, Russia.

Title of PhD thesis: Weighted Hardy-Type Inequalities on the Cones of Monotone and Quasi-Concave Functions.

(L25) Title of Licentiate thesis (2011): Hardy-Type Inequalities on Cones of Monotone Functions.**Alessandra Ragusa**2012 Main direction of research :Nonlinear PDE, Function Spaces. Current position: Professor at University of Catania, Italy.

Title of PhD thesis: Partial Differential Equations and Systems Related to Morrey Spaces.**Larissa Arendarenko**2013. Main direction of research : Inequalities, Fourier Analysis. Current position: Associate Professor at Eurasian National University.

Title of PhD thesis: Weighted Hardy-Type Inequalities on the Cones of Monotone and Quasi-Concave Functions

(L26) Title of Licentiate thesis (2011): Hardy-Type Inequalities for Integral operators with Kernels.**GeorgeTephnadze**2015. Main direction of research :Harmonic analysis, Hardy Spaces, Vilinkin-Fourier series. Latest known position: Associate Professor in mathematics at Tbilisi State University.

Title of PhD thesis: Martingale Hardy Spaces and Summability of the One Dimensional Vilinkin-Fourier Series.**AinurTemirkhanova**2015. Main direction of research : Inequalities, Functional Analysis. Current position: Associate Professor in mathematics at Eurasian National University, Astana, Kazakhstan.

Title of PhD thesis: Estimates for Discrete Hardy-type Operators in Weighted Sequence Spaces. .

(L27) Title of Licentiate thesis (2009): Some New Boundedness and Compactness Results for Discrete Hardy Type Operators with Kernels.**Mervis Kikonko**2016. Main direction of research: Differential equations, Sturm-Liouville problems. Current position: Associate Professor in mathematics at University of Zambia.

Title of PhD thesis: Some results Concerning General Weighted Regular Sturm-Liouville Problems.

(L28) Title of Licentiate thesis (2014): Qualitative and Spectral Theory of Some Regular Non-Definite Sturm-Liouville Problems.**Akbota Abylayeva**2016. Main direction of research : Inequalities, Functional Analysis. Current position: Associate Professor in mathematics at Eurasian National University, Astana, Kazakhstan.

Title of PhD thesis: Inequalities for Some Classes of Hardy-type Operators and Compactness in Weighted Lebesgue Spaces.**Afonso Fernando Tsandzana**2016. Main direction of research: Partial Differential Equations, Homogenization Theory. Current position: Associate Professor in mathematics at Eduardo Mondlane University.

Title of PhD thesis: Homogenization of Some New Mathematical Models in Lubrication Theory. .

(L29) Title of Licentiate thesis (2014): Homogenization with Applications in Lubrication Theory.**Martin Krepela**2016. Main direction of research : Inequalities in Function Spaces. Latest known position: PostDoc in Czech Republic. Swedish main supervisor was Docent Sorina Barza. Main supervisor from Czech Republic: Professor Lubos Pick.

Title of PhD thesis: The Weighted Space Odyssey. .

(L30) Title of Licentiate thesis (2014): Forever Young: Convolution Inequalities in weighted Lorentz-type Spaces.**Ralph Höibakk**2017. Main direction of research : Number theory, Homogenization, means. Current position: Parttime Associate Professor at UiT The Artic University of Norway, Campus Narvik.

Title of PhD thesis: Solutions to some Problems Related to Diophantine Equation, Power Means and Homogenization Theory .**Aigerim Kopezhanova**2017. Main direction of research : Inequalities, Fourier Analysis. Current position: Associate Professor in mathematics at Eurasian National University.

Title of PhD thesis: Summability of Fourier Transforms of Functions from Lorentz Spaces.

(L31) Title of Licentiate thesis (2010): Relations Between Functions from some Lorentz Type Spaces and Summability of Their Fourier**Raya Akhmetkaliyeva**2018. Main direction of research: Partial Differential Equations. Current position: Associate Professor in mathematics at Eurasian National University, Kazakhstan.

Title of PhD thesis: Coercive estimates for solutions of singular differential equations and their applications.

(L32) Title of Licentiate thesis (2013): Coercive Estimates for the Solutions of some Singular Differential Equations and their Applications.**Guldarya Shambilova**2018. Main direction of research: Inequalities, Functional Analysis. Current position: Associate Professor in mathemats at RUDN University, Moscow.

Title of PhD thesis: Some New Hardy-Type Inequalities on the Cone of Monotone Functions.**Serikbol Shaimardan**2018. Main direction of research : Inequalities in q-analysis. Current position: Associate Professor in mathematics at Eurasian National University, Astana, Kazakhstan.

Title of PhD thesis: Hardy-type Inequalities in Quantum Analysis,

(L33) Title of Licentiate thesis (2015): Some New Hardy-type Inequalities in q-analysis.

* The following persons have finished their PhD exams in “Matematik och Lärande” (Mathematics Education) with **Lars-Erik Persson** as supervisor in mainly mathematics (and with Professor **Barbro Grevholm** (51,52,53), **Rudolf Strässer** (53), **Eva Jablonka** (54), **Iiris Attorps** (56) and **Ragnhild Johanne Rensaa **(57) as responsible supervisors in the didactical part):

51. **Kristina Juter ** 2006. Main direction of research: Mathematics Education. Current position: Professor in mathematics education at Kristianstad University,

Title of PhD thesis: Limits of Functions – University Students´ Concept Development.

(L34)Title of Licentiate thesis (2003): Learning Limits of Functions – University Students´ Development During a Basic Course in Mathematics.

52.** Örjan Hansson ** 2006. Main direction of research: Mathematics Education. Current position: Associate Professor in mathematics education at Kristianstad University.

Title of PhD thesis: Studying the Views of Preservice Teachers on the Concept of Function.

(L35)Title of Licentiate thesis (2004): Preservice Teachers´ view on the Concept of Function – A Study Including the Utilization of Concepts Maps.

53. **Monica Johansson** 2006. Main direction of research: Mathematics Education. Current position: Associate Professor in mathematics education and Chief of Department (prefect) at Luleå University of Technology.

Title of PhD thesis: Teaching Mathematics with Textbooks – A Classroom and Curricular Perspective.

(L36)Title of Licentiate thesis (2004): Textbooks in Mathematics Education – A Study of Textbooks as the Potentially Implemented Curriculum.

54. **Per-Eskil Persson** 2010. Main direction of research: Mathematics Education. Current position: Associate Professor in mathematics education at Malmö University.

Title of PhD thesis: Räkna med bokstäver-En longitudinell studie till förbättrad algebraundervisning på gymnasienivå. In Swedish.

(L36)Title of Licentiate thesis (2005): Bokstavliga Svårigheter – Faktorer som påverkar gymnasieelevers algebralärande. In Swedish.

55. **Olov Viirman **2014. Main direction of research: Mathematics Didactics. Title of PhD thesis: The Function Concept and University Mathematics Teaching.

56. **Mira Randahl** 2016. Main direction of research: Mathematics Didactics. Title of PhD thesis: Engineering Students Approaching the Mathematics Textbook as a Potential Learning Tool-Opportunities and Constraints

Moreover,

* The following person has finished her PhD exam at NTNU, Trondheim, with **Lars-Erik Persson** as thesis advisor and supervisor in mathematics:

57. **Annette Meidell** 2001. Main direction of research: Engineering design, effective properties and design of inhomogeneous structures, applications of homogenization to Composites Engineering. Current position: Professor in mathematics at UiT The Artic University of Norway, Campus Narvik. The advisor for the applied part was Professor **Steffen Zeuthen**.

Title of PhD thesis: Homogenization and Computational Methods for Calculating Effective Properties of some Cellular Solids and Composite Structures.

* The following persons have finished their PhD exams in mathematics at Uppsala University with **Lars-Erik Persson** as a supervisor (in both cases with Professor **Svante Janson** was the main supervisor):

58. **Leo Larsson** 2003. Main direction of research: Inequalities, Functional Analysis, Latest known position: Researcher and developer at a company for computer games. Title of PhD thesis: Carlson Type Inequalities and their Applications.

59. **Alice Lesser **2007. Main direction of research: Graph Theory, Metric Spaces. Latest known position: PhD position at Uppsala University

Title of PhD thesis: Optimal and Hereditarily Optimal Realizations of Metric Spaces.

* The following person has finished his PhD exam in scientific computing in a cooperation between Uppsala University and University of Dar es Salaam with **Lars-Erik Persson** and Professor **Bertil Gustafsson** as joint mainsupervisors:

60. **Narsis Mtega** 2005. Main direction of research: Scientific computing, beach erosion problems. Current position: Associate Professor in mathematics and Dean at Department of Scientific Computing, University of Dar es Salaam.

Title of PhD thesis: Mathematical Modeling and Numerical Solution of Run-up Waves on a Sloping Beach Extended with an Artificial Bottom.

* The following person has finished his PhD exam in mathematics at Uppsala University with **Lars-Erik Person** as co-supervisor (Professor Warwick Tucker was the main supervisor):

61. **Tomas Johnson** 2009. Main direction of research : Computer-aided Proofs in Analysis.

Title of PhD thesis:Computer-aided Computation of Abelian Integrals and Robust Normal Forms.

(L39) Title of Licentiate thesis (2007): On some Computer-aided Proofs in Analysis.

* The following person has finished his PhD exam at Luleå University of Technology with **Lars-Erik Person** as co-supervisor (Professor **Sven Knutsson** was the main supervisor in the main subject Soil Mechanics):

62. **Nina Lintzén** 2016. Main direction of research: Soil Mechanics, with applications to skiing, snow and climate change.

Title of PhD thesis: Properties of snow with Applications to Climate Change and Skiing.

* The following person has finished his PhD exam at UiT The Artic University of Norway, Campus Narvik, with **Lars-Erik Persson** as co-supervisor (Professor **Natasha Samko** was the main supervisor in the subject Applied Mathematics and Computational Engineering).

63. **Staffan Lundberg** 2018. Title of PhD thesis: Studies of some Operators of Harmonic Analysis in certain Function Spaces with Applications to PDEs. Current position: Assistant Professor in Mathematics at Luleå University of Technology.

**Licentiate exams**

In addition to those mentioned above the following persons have finished their Licentiate exams in mathematics with **Lars-Erik Persson** as a supervisor, in most cases as the main supervisor:

L40. **Anna Klisinska** 1999. Main direction of research: Mathematics Education, Analysis. Latest position: Associate Professor in mathematics education at Luleå University of Technology.

Title of Licentiate thesis (1999): Clarkson Type Inequalities and Geometric Properties of Banach Spaces.

L41. **Stein Arnold Berggren** 2001. Main direction of research: Homogenization Theory, Nonlinear PDE, Applications to Composites Engineering.

Title of Licentiate thesis: Some Theoretical, Numerical and Technical Aspects of the Homogenization Theory.

L42. **Erik Alapää **2004. Main direction of research : Error-correcting codes, Homogenization Theory, Nonlinear PDE.

Remark: This was a cooperation between Chalmers University of Technology (Professor Jöran Bergh), Narvik University College (Professor Dag Lukkassen) and Luleå University of Technology (Professor Lars-Erik Persson).

Title of Licentiate thesis: Topics in Applied Mathematics-Error-correcting Codes and Homogenization of PDE.

L43. **Elin Johansson** 2005. Main direction of research : Wavelets Theory with Applications to Signal Processing.

Title of Licentiate thesis: Wavelet Theory and some of its Applications.

L44.** Johan Dasht** 2005. Main direction of research : Homogenization Theory, Nonlinear PDE.

Title of Licentiate thesis: Some Developments of Homogenization Theory and Rothe´s Method.

L45. **Reinhold Näslund** 2005. Main direction of research : Conditional Symmetries of PDE, Mathematical Physics. .

Title of Licentiate thesis: Some Studies within Applied Mathematics with Focus on Conditional Symmetries of Partial Differential Equations and Bending Waves in Plates.

L46.**Elena Miroshnikova **2016. Main direction of research: Homogenization Theory, applications to tribology.

Title of Licentiate thesis: Some New Results in Homogenization of Flow in Porous Media with mixed Boundary Condition.

L47.**Evgeniya Burtseva** 2016. Main direction of research: Functional Analysis, Function Spaces, Operator Theory

Title of Licentiate thesis: Operators and Inequalities in Various Function Spaces and Their Applications.

The following person has finished his Licentiate exam in Applied Mathematics at Mid-Sweden University with Lars-Erik Persson as a supervisor:

L48. **Marie Ohlsson Lundh** 2009. Main direction of research : Scientific Computing, Mathematical Modelling, Sports Engineering. Current position: Associate Professor at Mid-Sweden university.

Title of Licentiate thesis: New Methods for Movement Technique Development in Cross-country Skiing Using Mathematical Models and Simulation.

The following persons have finished their Licentiate exams in Mathematics Education with **Lars-Erik Persson **as a supervisor:

L49. **Anna Brändström** 2003. Main direction of research: Mathematics Education.

Title of Licentiate thesis: Differentiated Tasks in Mathematics Textbooks – An Analysis of the Levels of Difficulty.

L50. **Teresia Jacobsson-Åhl **2006. Main direction of research: Mathematics Education. Title of the Licentiate thesis: Algebra in Upper Secondary Mathematics – A Study of a Selection of Textbooks used in the years 1960-2000 in Sweden.

L51. **Lisbeth Lindberg** 2010. Main direction of research: Mathematics Education.

Title of the Licentiate thesis: Matematiken i yrkesutbildningen. Möjligheter och begränsningar. In Swedish.

The following person has finished her Licentiate exam in “Pedagogics “with Lars-Erik Persson as a co-supervisor:

L52. **Ylva Jannok Nutti **2007.

Title of Licentiate thesis: Matematiskt tankesätt inom den samiska kulturen utifrån samiska slöjdares och renskötares berättelser. In Swedish.

**Current Ph.D. students**

At the moment the following persons are PhD students with Lars-Erik Persson as a supervisor:

**Harpal Singh**Main direction of research: Applied Mathematics. Harmonic analysis. Transform theory. Current position: PhD position at UiT The Artic University of Norway, Campus Narvik.**Andreas Seger**Main direction of reserach: Applied Mathematics. Harmonic Analysis. Homogenization Theory. Current position: PhD position at UiT The Artic University of Norway, Campus Narvik and research institute NORUT, Narvik.**Tsitsino Tepnadze**Main direction of research: Harmonic analysis, Hardy Spaces, Vilinkin-Fourier series. Current position: Researcher and Developer at a Computer Company. Research associate at Tiblise State University, Georgia.**Georgi Tutberidze**Main direction of research: Harmonic analysis, Hardy Spaces, Vilinkin-Fourier series. Current position: PhD position in mathematics at University of Georgia.**Bibigaziza Omarbayeva**Main direction of research: Integral inequalities. Current position: PhD position at Eurasian National University, Kazakhstan.**Nivaz Tokmagambetov**Main direction of research: Integral inequalities.**Azima Kidirova**Main direction of research: Integral inequalities, Interpolation. Current position: PhD position at Eurasian National University, Kazakhstan.

Last modified 2020-05-23 by **Lars-Erik Persson**