Henrik Kalisch is Professor of Applied Mathematics. He received his Ph.D. in 2001 from the University of Texas at Austin. His research is centered on the mathematical modeling of nearshore processes such as wave breaking, surfzone circulation and wave hazards in the coastal zone.  He has co-authored more than one hundred scientific publications in fluid mechanics, partial differential equations, numerical analysis and scientific computation. He is currently Deputy Head of the Department and co-editor-in-chief for “Water Waves: An interdisciplinary journal”, published by Birkhäuser-Springer-Nature.

Recent papers:

• Ship wave patterns on floating ice sheets by K. Johnsen, H. Kalisch, E. Parau Scientific Reports 12 (2022)
• Lagrangian measurements of orbital velocities in the surf zone​, by M. Bjørnestad, M. Buckley, H Kalisch et al. Geophysical Research Letters 48 (2021)
• Fully dispersive Boussinesq models with uneven bathymetry​ by J.D. Carter, E. Dinvay and  H Kalisch, Journal of Engineering Mathematics 127 (2021)
• Extreme wave run-up on a steep coastal profile​ by M Bjørnestad and H Kalisch, AIP Advances 10 (2020)

 

Current research group:

Bashar Khorbatly, Postdoctoral researcher

Francesco Lagona, Adjunct professor

 

Juan Enrique Angular Martinez, PhD student (joint with Magnus Svärd)

Olufemi Ige, PhD student

Anders Norevik, PhD student

 

Sara Mundal Aase, Master student

Tolga Bilge, Master student,

Kaja Elgåen, Master student

Karoline Holand, Master student

Andreas Jacobsen, Master student (joint with Volker Roeber, Universite de Pau, France)

Lluïsa Puig Moner, Master student (joint with Johnny A. Johannessen, Geophysics department)

Bo Schleisner, Master student (joint with Anne D. Sandvik and Jon Albretsen, Marine Research Institute)

 

 

 

 

 

Henrik Kalisch has been responsible for developing and teaching a large variety of courses in applied mathematics, fluid mechanics and numerics at the undergraduate and graduate level. He was chair of the curriculum committee (programstyret) from 2013-2017.

Current Ph.D. students: Enrique Martinez, Olufemi Ige, Anders Norevik.

Current Masters students: Sara Mundal Aase, Tolga Bilge, Kaja Elgåen, Andreas Jacobsen, Karoline Holand, Lluïsa Puig Moner, Bo Schleisner.

 

Graduated Ph.D. students:

Maria Bjørnestad (2021), placement: HPC-Waves, Université de Pau, Anglet, France

Evgueni Dinvay (2019), placement: INRIA Rennes, France

Vincent Teyekpiti (2018), placement: University of Ghana

Zahra Khorsand (2017), placement: Baking artist, online influencer

Daulet Moldabayev (2017), placement: Oceaneering Inc. Trondheim, Norway

Amutha Senthilkumar (2017), placement: CapGemini Norge AS

Alfatih Ali (2012), placement: Norwegian Meteorological Institute

Magnar Bjørkavåg(2012), placement: St. Olav VGS

Nguyet Ngyuen, (2010), placement: HR Block, Indianapolis, USA

 

 

Graduated Master’s students:

Marius Nevland (2022), placement: PhD student at UiB

Kristoffer Johnsen (2022), placement: Insurance company

Hege Frøysa (2021), placement: Aqua Kompetanse AS

Stevie Cervantes (2020),  placement: DNV, Oslo

Martin Oen Paulsen (2020), placement: PhD student with Didier Pilod

Lisbeth Engell-Sorensen(2019),

Sondre Hatland Dahle (2019), placement: second degree in Computer Science

Anders Norevik (2019), placement: PhD student at UiB

Dipti Acharya (2018),

KristerTrandal (2017), placement: Teacher at Kirkeparken videregående skole

Maria Bjørnestad (2017), placement: PhD student

Olav Skjølingstad (2016), HVL, Høgskolelektor, ingeniørfag, Campus Haugesund

Mats Brun (2015), placement: PhD student

Bjørn-Sverre Juliussen (2014), placement: Nordahl Grieg videregående skole

Vincent Teyekpiti (2013), placement: PhD student

Zahra Khorsand (2012), placement: PhD student

Amutha Senthilkumar(2012), placement: PhD student

Erik Eikeland (2010), placement: PhD student

Lalaniaina Rabenorolahy (2008),

Jan Ole Skogestad (2007), placement: SINTEF

MagnarBjørkavåg (2006), placement: PhD student

 

Vitenskapelig artikkel

• Rosa Maria Vargas Magana; Henrik Kalisch; Marc Buckley et al. (2026). Supporting Information: Lagrangian Acceleration as a Diagnostic for Wave Breaking in the Nearshore Zone. (ekstern lenke)
• Anders Marifjæren Norevik; Jen-Hsu Chang; Juan-Ming Yuan et al. (2024). Particle trajectories in the KP-II equation. (ekstern lenke)
• Henrik Kalisch; Marie Hai Yen Nguyen; Nguyet Thanh Nguyen (2013). Solitary wave collisions in the regularized long wave equation. (ekstern lenke)
• Jan Ole Skogestad; Henrik Kalisch (2009). A boundary value problem for the KdV equation: Comparison of finite-difference and Chebyshev methods. (ekstern lenke)
• Amutha Senthilkumar; Henrik Kalisch (2019). Wave breaking in the KdV equation on a flow with constant vorticity. (ekstern lenke)
• Henrik Kalisch; Zahra Khorsand; Dimitrios Mitsotakis (2016). Mechanical balance laws for fully nonlinear and weakly dispersive water waves. (ekstern lenke)
• Denys Dutykh; Henrik Kalisch (2013). Boussinesq modeling of surface waves due to underwater landslides. (ekstern lenke)
• Alfatih Mohammed A Ali; Henrik Kalisch (2012). Mechanical balance laws for boussinesq models of surface water waves. (ekstern lenke)
• Henrik Kalisch; Darko Mitrovic; Jan Martin Nordbotten (2015). Non-standard shocks in the Buckley-Leverett equation. (ekstern lenke)
• Henrik Kalisch; Darko Mitrovic; Vincent Teyekpiti (2018). Existence and uniqueness of singular solutions for a conservation law arising in magnetohydrodynamics. (ekstern lenke)
• Christopher W. Curtis; Henrik Kalisch (2017). Vortex dynamics in nonlinear free surface flows. (ekstern lenke)
• Henrik Kalisch; Jerry Bona (2000). Models for internal waves in deep water. (ekstern lenke)
• Jerry Bona; Zoran Grujic; Henrik Kalisch (2005). Algebraic lower bounds for the uniform radius of spatial analyticity for the generalized KdV equation. (ekstern lenke)
• Andreas Bondehagen Jacobsen; Henrik Kalisch; Volker Roeber (2024). Infragravity waves and cross-shore motion–a conceptual study. (ekstern lenke)
• Olufemi Elijah Ige; Henrik Kalisch (2023). Particle trajectories in a weakly nonlinear long-wave model on a shear flow. (ekstern lenke)
• Henrik Kalisch; Darko Mitrovic (2022). On Existence and Admissibility of Singular Solutions for Systems of Conservation Laws. (ekstern lenke)
• Filippo Remonato; Henrik Kalisch (2017). Numerical bifurcation for the capillary Whitham equation. (ekstern lenke)
• Mats Harald Andreas Ehrnström; Henrik Kalisch (2013). Global bifurcation for the Whitham equation. (ekstern lenke)
• Maria Elenius; Jan Martin Nordbotten; Henrik Kalisch (2014). Convective mixing influenced by the capillary transition zone. (ekstern lenke)
• Evgueni Dinvay; Daulet Moldabayev; Denys Dutykh et al. (2017). The Whitham equation with surface tension. (ekstern lenke)
• Mats Kirkesæther Brun; Henrik Kalisch (2018). Convective wave breaking in the KdV equation. (ekstern lenke)
• Alfatih Mohammed A Ali; Henrik Kalisch (2013). Reconstruction of the pressure in long-wave models with constant vorticity. (ekstern lenke)
• Magnar Bjørkavåg; Henrik Kalisch (2010). Radius of analyticity and exponential convergence for spectral projections of the generalized KdV equation. (ekstern lenke)
• Kristoffer Johnsen; Henrik Kalisch; Emilian I. Părău (2022). Ship wave patterns on floating ice sheets. (ekstern lenke)
• Sondre Dahle Hatland; Henrik Kalisch (2019). Wave breaking in undular bores generated by a moving weir. (ekstern lenke)
• Christopher W. Curtis; John D. Carter; Henrik Kalisch (2018). Particle paths in nonlinear Schrodinger models in the presence of linear shear currents. (ekstern lenke)
• Benjamin L. Segal; Daulet Moldabayev; Henrik Kalisch et al. (2017). Explicit solutions for a long-wave model with constant vorticity. (ekstern lenke)
• Henrik Kalisch; J Lenells (2005). Numerical study of traveling-wave solutions for the Camassa-Holm equation. (ekstern lenke)
• Henrik Kalisch; Dmitry Pelinovsky (2003). Dispersion-managed solitons in the limit of large energy. (ekstern lenke)
• Henrik Kalisch (2004). A uniqueness result for periodic traveling waves in water of finite depth. (ekstern lenke)
• Erlend Hodneland; Xue-Cheng Tai; Henrik Kalisch (2016). PDE Based Algorithms for Smooth Watersheds. (ekstern lenke)
• Henrik Kalisch; Jonatan Lenells (2005). Numerical study of traveling-wave solutions for the Camassa-Holm equation. (ekstern lenke)
• John D. Carter; Evgueni Dinvay; Henrik Kalisch (2021). Fully dispersive Boussinesq models with uneven bathymetry. (ekstern lenke)
• Maria Elenius; Jan Martin Nordbotten; Henrik Kalisch (2012). Effects of a capillary transition zone on the stability of a diffusive boundary layer. (ekstern lenke)
• Wei-Ying Wong; Maria Bjørnestad; Chang Lin et al. (2019). Internal flow properties in a capillary bore. (ekstern lenke)
• Magnar Bjørkavåg; Henrik Kalisch (2007). Exponential convergence of a spectral projection of the KdV equation. (ekstern lenke)
• Alfatih Omer Mohammed Ahmed Ali; Bjørn-Sverre Juliussen; Henrik Kalisch (2017). Approximate conservation laws for an integrable boussinesq system. (ekstern lenke)
• Magnus Svärd; Henrik Kalisch (2025). A novel energy-bounded Boussinesq model and a well balanced and stable numerical discretisation. (ekstern lenke)
• Henrik Kalisch; Magnar Bjørkavåg (2010). Energy budget in a dispersive model for undular bores. (ekstern lenke)
• Maria Bjørnestad; M. Buckley; Henrik Kalisch et al. (2021). Lagrangian Measurements of Orbital Velocities in the Surf Zone. (ekstern lenke)
• Yan Li; Zibo Zheng; Henrik Kalisch (2024). Stokes drift and particle trajectories induced by surface waves atop a shear flow. (ekstern lenke)
• Maria Bjørnestad; Henrik Kalisch (2020). Extreme wave runup on a steep coastal profile. (ekstern lenke)
• Evgueni Dinvay; Denys Dutykh; Henrik Kalisch (2018). A comparative study of bi-directional Whitham systems. (ekstern lenke)
• Andreas Bondehagen Jacobsen; Volker Roeber; Henrik Kalisch et al. (2024). Wave-driven current and vortex patterns at an open beach: Insights from phase-resolving numerical computations and Lagrangian measurements. (ekstern lenke)
• Henrik Kalisch; Xavier Raynaud (2007). On the rate of convergence of a collocation projection of the KdV equation. (ekstern lenke)
• Henrik Kalisch (2005). Error analysis of a spectral projection of the regularizedBenjamin-Ono equation. (ekstern lenke)
• Daulet Moldabayev; Henrik Kalisch; Denys Dutykh (2015). The Whitham Equation as a model for surface water waves. (ekstern lenke)
• Henrik Kalisch (2015). Mechanical balance laws in long wave models. (ekstern lenke)
• Handan Borluk; Henrik Kalisch; David P. Nicholls (2016). A numerical study of the Whitham equation as a model for steady surface water waves. (ekstern lenke)
• Jerry Bona; Zoran Grujic; Henrik Kalisch (2006). Global Solutions of the Derivative Schrödinger Equation in a Class of Functions Analytic in a Strip. (ekstern lenke)
• Zoran Grujic; Henrik Kalisch (2002). Local well-posedness of the generalized Korteweg-de Vries equation in spaces of analytic functions. (ekstern lenke)
• Walter Craig; Philippe Guyenne; Henrik Kalisch (2005). Hamiltonian long-wave expansions for free surfaces and interfaces. (ekstern lenke)
• Samer Israwi; Henrik Kalisch; Theodoros Katsaounis et al. (2022). A regularized shallow-water waves system with slip-wall boundary conditions in a basin: theory and numerical analysis. (ekstern lenke)
• John D. Carter; Henrik Kalisch; Christian Kharif et al. (2022). The cubic vortical Whitham equation. (ekstern lenke)
• Henrik Kalisch; Nguyet Thanh Nguyen (2009). Stability of negative solitary waves. (ekstern lenke)
• Rosa Maria Vargas Magana; Henrik Kalisch; Marc Buckley et al. (2026). Lagrangian Acceleration as a Diagnostic for Wave Breaking in the Nearshore Zone. (ekstern lenke)
• Martin Oen Paulsen; Henrik Kalisch (2021). A Nonlinear Formulation of Radiation Stress and Applications to Cnoidal Shoaling. (ekstern lenke)
• Magnar Bjørkavåg; Henrik Kalisch (2011). Wave breaking in Boussinesq models for undular bores. (ekstern lenke)
• John D. Carter; Christopher W. Curtis; Henrik Kalisch (2020). Particle Trajectories in Nonlinear Schrödinger Models. (ekstern lenke)
• Maria Bjørnestad; Henrik Kalisch (2017). Shallow water dynamics on linear shear flows and plane beaches. (ekstern lenke)
• Mats Ehrnström; Henrik Kalisch (2009). Traveling waves for the Whitham equation. (ekstern lenke)
• Henrik Kalisch; Didier Jacques Francois Pilod (2019). On the local well-posedness for a full-dispersion boussinesq system with surface tension. (ekstern lenke)
• Alfatih Mohammed Ahmed Ali; Henrik Kalisch (2010). Energy balance for undular bores. (ekstern lenke)
• Martin Oen Paulsen; Henrik Kalisch (2020). Admissibility conditions for Riemann data in shallow water theory. (ekstern lenke)
• Henrik Kalisch; Vincent Teyekpiti (2018). Hydraulic jumps on shear flows with constant vorticity. (ekstern lenke)
• Bashar Hussien Elkhorbatly; Henrik Kalisch (2023). Rigorous estimates on mechanical balance laws in the Boussinesq–Peregrine equations. (ekstern lenke)
• Henrik Kalisch (2005). Error Analysis of Spectral Projections of the Regularized Benjamin-Ono Equation. (ekstern lenke)
• Sergey Gavrilyuk; Henrik Kalisch; Zahra Khorsand (2015). A kinematic conservation law in free surface flow. (ekstern lenke)
• Maria Bjørnestad; Henrik Kalisch; Malek Abid et al. (2021). Wave Breaking in Undular Bores with Shear Flows. (ekstern lenke)
• Alfatih Mohammed A Ali; Henrik Kalisch (2014). On the formulation of mass, momentum and energy conservation in the KdV equation. (ekstern lenke)
• Walter Craig; Philippe Guyenne; Henrik Kalisch (2004). A new model for large amplitude long internal waves. (ekstern lenke)
• Henrik Kalisch (2006). Solitary Waves of Depression. (ekstern lenke)
• Henrik Kalisch (2004). Periodic traveling water waves with isobaric streamlines. (ekstern lenke)
• Zoran Grujic; Henrik Kalisch (2003). The derivative nonlinear Schrödinger equation in analytic classes 10 (2003), suppl. 1, 62--71. (ekstern lenke)
• Henrik Kalisch; Xavier Raynaud (2006). Convergence of a spectral projection of the Camassa-Holm equation. (ekstern lenke)
• Christian Kharif; Malek Abid; John D. Carter et al. (2019). Stability of periodic progressive gravity wave solutions of the Whitham equation in the presence of vorticity. (ekstern lenke)
• Jerry L. Bona; Zoran Grujic; Henrik Kalisch (2010). A KdV-type Boussinesq system: From the energy level to analytic spaces. (ekstern lenke)
• Henrik Kalisch (2005). Rapid convergence of a Galerkin projection of the KdV equation. (ekstern lenke)
• Handan Borluk; Henrik Kalisch (2012). Particle dynamics in the KdV approximation. (ekstern lenke)
• Philippe Guyenne; Henrik Kalisch (2025). Impact of mean water level on particle drift in shallow and intermediate depth. (ekstern lenke)
• Samer Israwi; Henrik Kalisch (2021). A mathematical justification of the momentum density function associated to the KdV equation. (ekstern lenke)
• Zoran Grujic; Henrik Kalisch (2009). A bound on oscillations in an unsteady undular bore. (ekstern lenke)
• Henrik Kalisch; Darko Mitrovic; Vincent Teyekpiti (2017). Delta shock waves in shallow water flow. (ekstern lenke)
• Henrik Kalisch (2012). Nonexistence of coherent structures in two-dimensional inviscid channel flow. (ekstern lenke)
• Darko Mitrovic; Jan Martin Nordbotten; Henrik Kalisch (2014). Dynamics of the interface between immiscible liquids of different densities with low Froude number. (ekstern lenke)
• Sigmund Selberg; Henrik Kalisch; A. Alexandrou Himonas (2017). On persistence of spatial analyticity for the dispersion-generalized periodic KdV equation. (ekstern lenke)
• Henrik Kalisch; Amutha Senthilkumar (2013). Derivation of Boussinesq's shoaling law using a coupled BBM system. (ekstern lenke)
• Evgueni Dinvay; Henrik Kalisch; Emilian I Parau (2019). Fully dispersive models for moving loads on ice sheets. (ekstern lenke)
• Henrik Kalisch; Daulet Moldabayev; Olivier Verdier (2017). A numerical study of nonlinear dispersive wave models with spectravvave. (ekstern lenke)
• Henrik Kalisch; Darko Mitrovic; Jan Martin Nordbotten (2016). Rayleigh–Taylor instability of immiscible fluids in porous media. (ekstern lenke)
• Anders Marifjæren Norevik; Henrik Kalisch (2023). On the formulation of energy conservation in the eeKdV equation. (ekstern lenke)
• Jerry Bona; Henrik Kalisch (2004). Singularity formation in the generalized Benjamin-Ono equation. (ekstern lenke)
• Magda Carr; Peter Sutherland; Andrea Haase et al. (2019). Laboratory experiments on internal solitary waves in ice-covered waters. (ekstern lenke)
• Henrik Kalisch; Francesco Lagona; Volker Roeber (2023). Sudden wave flooding on steep rock shores: a clear but hidden danger. (ekstern lenke)
• Nathan Sanford; Keri Kodama; John D. Carter et al. (2014). Stability of traveling wave solutions to the Whitham equation. (ekstern lenke)
• Evgueni Dinvay; Henrik Kalisch; Emilian Părău (2022). Waves generated by moving loads on ice plates: Viscoelastic approximations. (ekstern lenke)
• Karoline Holand; Henrik Kalisch (2024). Real-time ocean wave prediction in time domain with autoregression and echo state networks. (ekstern lenke)
• John D. Carter; Marc Francius; Christian Kharif et al. (2023). The superharmonic instability and wave breaking in Whitham equations. (ekstern lenke)
• Henrik Kalisch (2007). Derivation and comparison of model equations for interfacial capillary-gravity waves in deep water. (ekstern lenke)
• Karoline Holand; Henrik Kalisch; Maria Bjørnestad et al. (2023). Identification of wave breaking from nearshore wave-by-wave records. (ekstern lenke)
• Henrik Kalisch; Nguyet Thanh Nguyen (2010). On the stability of internal waves. (ekstern lenke)
• Evgueni Dinvay; Henrik Kalisch; Daulet Moldabayev et al. (2019). The Whitham equation for hydroelastic waves. (ekstern lenke)
• Henrik Kalisch; Vincent Teyekpiti (2018). A shallow-water system with vanishing buoyancy. (ekstern lenke)
• Henrik Kalisch; Darko Mitrovic (2012). Singular solutions of a fully nonlinear 2 × 2 system of conservation laws. (ekstern lenke)
• Krister Joakim Trandal; Henrik Kalisch (2019). Long wave dynamics for a liquid CO2 lake in the deep ocean. (ekstern lenke)
• Alfatih Mohammed A Ali; Henrik Kalisch (2012). A dispersive model for undular bores. (ekstern lenke)
• Henrik Kalisch; Xavier Raynaud (2006). Convergence of a Spectral Projection of the Camassa-Holm Equation. (ekstern lenke)
• Henrik Kalisch (2004). Stability of solitary waves for a nonlinearly dispersive equation. (ekstern lenke)
• Zoran Grujic; Henrik Kalisch (2009). Gevrey regularity for a class of water-wave models. (ekstern lenke)
• Henrik Kalisch; Darko Mitrovic (2012). Singular solutions for the shallow-water equations. (ekstern lenke)
• Christopher W. Curtis; Henrik Kalisch (2019). Interaction of a free surface with a vortex patch. (ekstern lenke)
• Samer Israwi; Henrik Kalisch; Bashar Hussien Elkhorbatly (2024). Convergence of mechanical balance laws for water waves: from KdV to Euler. (ekstern lenke)
• Nguyet Thanh Nguyen; Henrik Kalisch (2009). Orbital stability of negative solitary waves. (ekstern lenke)
• Mats Ehrnstrom; Henrik Kalisch (2009). Traveling waves for the Whitham equation. (ekstern lenke)

Masteroppgave

• Vincent Teyekpiti; Henrik Kalisch (2013). Ill Posedness Results for Generalized Water Wave Models. (ekstern lenke)
• Magnar Bjørkavåg; Henrik Kalisch (2006). Effekten av overflatespenning for overflatebølger på grunt vann og to numeriske metoder for KdV ligningen. (ekstern lenke)
• Sondre Dahle Hatland; Henrik Kalisch (2019). Higher-order Boussinesq systems: Modeling, numerics and applications. (ekstern lenke)
• Anders Marifjæren Norevik; Henrik Kalisch (2019). Wave breaking in the BBM-equation. (ekstern lenke)
• Erik Eikeland; Henrik Kalisch (2010). A discussion on turbulent and undular bores using the models from the shallow water equations and the dispersive system.. (ekstern lenke)
• David Rabenorolahy; Henrik Kalisch; Kenneth Hvistendahl Karlsen (2008). Relaxation schemes for degenerate parabolic convection diffusion equations with a discontinuous coefficient. (ekstern lenke)

Doktorgradsavhandling

• Jan Ole Skogestad; Henrik Kalisch (2007). The KdV equation as a model for surface gravity waves: comparison of numerical methods and study of an undular bore. (ekstern lenke)
• Daulet Moldabayev; Henrik Kalisch (2017). Derivation and numerical solution of fully nonlinear and fully dispersive water wave model equations. (ekstern lenke)
• Nguyet Thanh Nguyen; Henrik Kalisch (2010). The Stability and Instability of Solitary Waves. (ekstern lenke)
• Vincent Teyekpiti; Henrik Kalisch (2018). Well-posedness Issues for Nonlinear Partial Differential Equations Appearing in the Modeling of Long Water Waves. (ekstern lenke)
• Zahra Khorsand; Henrik Kalisch (2017). Flow Properties of Fully Nonlinear Model Equations for Surface Waves. (ekstern lenke)
• Amutha Senthilkumar; Henrik Kalisch (2017). On the Relation between Surface Profiles and Internal Flow Properties in Long-Wave Models. (ekstern lenke)

Konferanseforedrag

• Amutha Senthilkumar; Henrik Kalisch (2014). Numerical investigation of a solitary wave shoaling using conservation laws. (ekstern lenke)
• Henrik Kalisch (2008). Traveling Waves for the Whitham Equation. (ekstern lenke)
• Zahra Khorsand; Henrik Kalisch (2014). ON THE SHOALING OF SOLITARY WAVES IN THE KDV EQUATION. (ekstern lenke)
• Henrik Kalisch (2018). KdV Equations and Wave Breaking in Undular Bores. (ekstern lenke)
• Henrik Kalisch (2010). Conservation Equations for Long Wave Models and Applications to Undular Bores. (ekstern lenke)
• Filippo Remonato; Mats Ehrnstrom; Mathew Johnson et al. (2016). Two-dimensional bifurcation in the Whitham Equation with surface tension. (ekstern lenke)
• Henrik Kalisch (2011). On the Stability of Internal Waves. (ekstern lenke)
• Henrik Kalisch (2010). Stability of a CO2-Seawater Interface. (ekstern lenke)
• Henrik Kalisch (2005). Models for Interfacial Capillary-Gravity Waves in the Long-Wave Limit. (ekstern lenke)
• Henrik Kalisch (2018). Wave breaking in undular bores. (ekstern lenke)
• Zahra Khorsand; Henrik Kalisch; Sergey Gavrilyuk et al. (2015). Particle Paths and Conservation Laws in the Serre System. (ekstern lenke)
• Henrik Kalisch (2018). Approximate Conservation Laws for the KdV Equation. (ekstern lenke)
• Henrik Kalisch (2017). Fully dispersive nonlinear model equations for hydroelastic waves. (ekstern lenke)
• Henrik Kalisch (2007). On the Rate of Convergence of a Spectral Approximation of the KdV Equation. (ekstern lenke)
• Henrik Kalisch (2009). Energy Balance for Undular Bores. (ekstern lenke)
• Filippo Remonato; Mats Ehrnstrom; Mathew Johnson et al. (2017). Two-Dimensional Bifurcation in the Whitham equation with surface tension. (ekstern lenke)

Tidsskriftomtale

• Henrik Kalisch (2008). MR2286134 (2008a:65190). (ekstern lenke)
• Henrik Kalisch (2006). MR2150258 (2006g:35237). (ekstern lenke)
• Henrik Kalisch (2007). MR2212225 (2007f:76050). (ekstern lenke)
• Henrik Kalisch (2007). MR2254610 (2007j:35193). (ekstern lenke)
• Henrik Kalisch (2006). MR2131971 (2006d:65112). (ekstern lenke)
• Henrik Kalisch (2010). MR2477955 (2010f:65198). (ekstern lenke)
• Henrik Kalisch (2010). MR2466743 (2010f:65204). (ekstern lenke)
• Henrik Kalisch (2006). MR2192324 (2006k:65275). (ekstern lenke)
• Henrik Kalisch (2011). MR2605864 (2011i:65173). (ekstern lenke)

Vitenskapelig litteraturgjennomgang

• Henrik Kalisch; Mario Ricchiuto; Philippe Bonneton et al. (2019). Introduction to the Special Issue on Breaking Waves. (ekstern lenke)

Vitenskapelig bokkapittel

• Nguyet Thanh Nguyen; Henrik Kalisch (2009). The Stability of Solitary Waves of Depression. (ekstern lenke)
• Zahra Khorsand; Henrik Kalisch (2014). ON THE SHOALING OF SOLITARY WAVES IN THE KDV EQUATION. (ekstern lenke)
• Henrik Kalisch; Nguyet Thanh Nguyen (2010). Instability of solitary waves for a nonlinearly dispersive equation. (ekstern lenke)

Se en full oversikt over publikasjoner i Cristin

Publications on Google Scholar

Publications on MathSciNet

 

Methods for real-time wave forecasting and phase control of wave energy converters, Bergen Universitetsfond (2021-2022)

MegaRoller, Grant from the European Commission (Horizon 2020) Consortium leader: AWE Energy, Finland, Role in project: Local contact

Norwegian Research Network in Mathematical Models in Geophysical Flows, Image and Signal Processing, Topology and Geometry, Grant from the Research Council of Norway (ISP), Role in project: Project leader, 2016-2019

Internal Waves in the Marginal Ice Zone, 2018 Hydralab grant from European Commission (Horizon 2020)Principal investigator: Magda Carr, St. Andrews, Scotland, Role in project: Participant

Nonlinear PDE in Spaces of Analytic Functions, a project funded by the Research Council of Norway (2012-2017), Role in project: Project leader

Wavemaker, a project funded by the Research Council of Norway (2006-2010)