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Major Contribution from Littoral Crustaceans to Zooplankton Species Richness in Lakes

Limnology and oceanography, 2006-11, Vol.51 (6), p.2600-2606

2006

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First results from a simplified Elkem Solar route—Input to tolerance limits

Solar energy materials and solar cells, 2014-11, Vol.130, p.661-667

2014

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Convergence of a discretization of the Maxwell–Klein–Gordon equation based on finite element methods and lattice gauge theory

Numerical methods for partial differential equations, 2023-07, Vol.39 (4), p.3271-3308

2023

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Some physical and chemical characteristics of Lake Atnsjøen

Hydrobiologia, 2004-06, Vol.521 (1-3), p.129-140

Halvorsen, Gunnar

2004

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Some physical and chemical characteristics of Lake Atnsjøen: The Atna River: studies in an alpine-boreal watershed

Hydrobiologia, 2004, Vol.521, p.129-140

HALVORSEN, Gunnar

2004

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Manifestly gauge invariant discretizations of the Schrödinger equation

Physics letters. A, 2012-02, Vol.376 (12-13), p.1107-1114

2012

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The phytoplankton of Lake Atnsjøen, Norway: a long-term investigation: The Atna River: studies in an alpine-boreal watershed

Hydrobiologia, 2004, Vol.521, p.141-147

2004

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Simplicial gauge theory and quantum gauge theory simulation

Nuclear physics. B, 2012, Vol.854 (1), p.166-183

2012

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The phytoplankton of Lake Atnsjøen, Norway – a long-term investigation

Hydrobiologia, 2004-06, Vol.521 (1-3), p.141-147

2004

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Simplicial gauge theory on spacetime

Numerische Mathematik, 2013-12, Vol.125 (4), p.733-760

2013

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Zooplankton in Lake Atnsjøen 1985-1997: The Atna River: studies in an alpine-boreal watershed

Hydrobiologia, 2004, Vol.521, p.149-175

2004

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Zooplankton in Lake Atnsjøen 1985–1997

Hydrobiologia, 2004-06, Vol.521 (1-3), p.149-175

2004

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Discretizing the Maxwell-Klein-Gordon equation by the lattice gauge theory formalism

IMA journal of numerical analysis, 2011, Vol.31 (1), p.1-24

2011

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Introduction to the Atna research area

Hydrobiologia, 2004-06, Vol.521 (1-3), p.1-4

2004

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Convergence of lattice gauge theory for Maxwell’s equations

BIT (Nordisk Tidskrift for Informationsbehandling), 2009-12, Vol.49 (4), p.645-667

2009

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Convergence of lattice gauge theory for Maxwell's equations

BIT (Lisse : trykt utg.), 2009, Vol.49 (4)

2009

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Littoral microcrustaceans as indices of trophy

Verhandlungen der Internationalen Vereinigung für Theoretische und Angewandte Limnologie, 2005, Vol.29 (2), p.827-829

2005

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Littoral microcrustaceans (Cladocera and Copepoda) as indices of recovery of a limed water system

Hydrobiologia, 2001-05, Vol.450 (1-3), p.159-172

2001

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Intraspecific morphological variation in a freshwater copepod (Crustacea) in relation to geographic distribution and environment

Canadian journal of zoology, 1998-04, Vol.76 (4), p.751-762

1998

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Floating artificial vegetation stands: a measure to restore lost littoral production in regulated lakes

Verhandlungen Internationale Vereinigung fuer theoretische und angewandte Limnologie / Proceedings. International Association of Theoretical and Applied Limnology / Travaux Association internationale de Limnologie The'orique et applique'e, 2002, Vol.28 (2), p.845-850

2002

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Sustainable Silicon Production

Organosilicon Chemistry V, 2003, p.495-508

2003

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Acanthodiaptomus Tibetanus Daday, 1908 (Copepoda, Calanoida, Diaptomidae): New Records of a Very Rare Species

Crustaceana, 1996, Vol.69 (7), p.868-877

1996

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Superluminal group velocity in a birefringent crystal

Physical review. A, Atomic, molecular, and optical physics, 2008-02, Vol.77 (2), Article 023808

2008

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Seasonal Divergence of Bosmina Morphs

Internationale Revue der gesamten Hydrobiologie, 1980, Vol.65 (4), p.507-516

1980

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Seismic Data Can Improve Stochastic Facies Modeling

SPE formation evaluation, 1996-09, Vol.11 (3), p.141-145

1996

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Major Contribution from Littoral Crustaceans to Zooplankton Species Richness in Lakes

First results from a simplified Elkem Solar route—Input to tolerance limits

Convergence of a discretization of the Maxwell–Klein–Gordon equation based on finite element methods and lattice gauge theory

Some physical and chemical characteristics of Lake Atnsjøen

Some physical and chemical characteristics of Lake Atnsjøen: The Atna River: studies in an alpine-boreal watershed

Manifestly gauge invariant discretizations of the Schrödinger equation

The phytoplankton of Lake Atnsjøen, Norway: a long-term investigation: The Atna River: studies in an alpine-boreal watershed

Simplicial gauge theory and quantum gauge theory simulation

The phytoplankton of Lake Atnsjøen, Norway – a long-term investigation

Simplicial gauge theory on spacetime

Zooplankton in Lake Atnsjøen 1985-1997: The Atna River: studies in an alpine-boreal watershed

Zooplankton in Lake Atnsjøen 1985–1997

Discretizing the Maxwell-Klein-Gordon equation by the lattice gauge theory formalism

Introduction to the Atna research area

Convergence of lattice gauge theory for Maxwell’s equations

Convergence of lattice gauge theory for Maxwell's equations

Littoral microcrustaceans as indices of trophy

Littoral microcrustaceans (Cladocera and Copepoda) as indices of recovery of a limed water system

Intraspecific morphological variation in a freshwater copepod (Crustacea) in relation to geographic distribution and environment

Floating artificial vegetation stands: a measure to restore lost littoral production in regulated lakes

Sustainable Silicon Production

Acanthodiaptomus Tibetanus Daday, 1908 (Copepoda, Calanoida, Diaptomidae): New Records of a Very Rare Species

Superluminal group velocity in a birefringent crystal

Seasonal Divergence of Bosmina Morphs

Seismic Data Can Improve Stochastic Facies Modeling

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