Faculty

Institution

Unit

Venue

Annalisa Calini

College of Charleston

Affiliations

College of Charleston

Department Of Mathematics

School Of Science And Mathematics

NoneAnnalisa Calini is currently serving as a College Of Charleston faculty at College of Charleston.

Honors

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Experiences

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Education

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Annalisa Calini

College of Charleston

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mathematics physics applied mathematics mathematical physics nonlinear phenomena fluid dynamics nonlinear science fluid mechanics rogue waves boundary value problems vortex dynamics vortex filament equation geometry and topology topology geometric topology rational mechanic fluid flow integrable systems applied physics nonlinear systems partial differential equations stability nonlinear analysis spectral theory chaos theory backlund transformation wave motion global analysis integral geometry nonlinear equations geometric flows finite-gap solutions nonlinear schrodinger equation function spaces theoretical physics nonlinear dynamics scientific computing computational fluid dynamics mathematical sciences topological invariants knot theory nonlinear functional analysis optical physics riemann-hilbert problem kam theory integral transforms geometric singular perturbation theory riemannian geometry potential theory many-body problem periodic travelling wave nonlinear wave propagation nonlinear resonance perturbation methods wave propagation unsteady flows vortex induced vibration rogue wave formation homoclinic chaos kdv-type flows star-shaped curves symmetric solutions nonlinear schrodinger models dynamical criteria jonswap rogue waves inverse spectral data numerical investigation breather-type solutions nonlinear schrödinger equation reproducible rogue waves

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Novel Geometric Realization of the Yajima-Oikawa Equations. arXiv (Cornell University) (2024)

boundary value problemsdifferential geometrymathematical physicsmathematicsgeometric analysisnovel geometric realizationintegrable systemsrational mechanicdifferential equationsapplied mathematicsmathematical sciences

Correction to: Integrable Evolutions of Twisted Polygons in Centro-Affine ℝ M. International Mathematics Research Notices (2024)

Gloria Marí BeffaAnnalisa Calini

twisted polygonsintegrable evolutionsmathematics

Mkdv-Related Flows for Legendrian Curves in the Pseudohermitian 3-Sphere. Symmetry Integrability and Geometry Methods and Applications (2024)

mkdv-related flowsphysicsfluid flowgeometrygeometric flows

Preface to the Special Issue in Memory of Hermann Flaschka. Physica D Nonlinear Phenomena (2024)

Annalisa M. CaliniLuis C. García-NaranjoPeter D. MillerTudor S. RatiuBarbara A. Shipman

physicshermann flaschka

The Effects of Viscosity on the Linear Stability of Damped Stokes Waves, Downshifting, and Rogue Wave Generation. Studies in Applied Mathematics (2023)

nonlinear phenomenadamped stokes waveswave propagationwave motionunsteady flowsengineeringfluid dynamicsfluid flowwave nonlinearityfluid mechanicsstabilitylinear stabilityaerospace engineering

Integrable Geometric Flows for Curves in Pseudoconformal S3. Journal of Geometry and Physics (2021)

geometric topologydifferential geometryglobal analysismathematicsgeometrygeometric flowsgeometric analysisintegrable systemsrational mechanicintegrable geometric flowsgeometry and topology

Integrable Evolutions of Twisted Polygons in Centro-Affine $\Mathbb{R}^M$. arXiv (Cornell University) (2019)

Gloria Marí BeffaAnnalisa Calini

graph theoryintegral geometryintegrable evolutionsparticle physicstopologyfluid dynamicstwisted polygonsapplied mathematics

Linear Instability of the Peregrine Breather: Numerical and Analytical Investigations. Applied Numerical Mathematics (2018)

nonlinear phenomenafluid dynamicsbiologyfluid mechanicsvortex dynamicsperegrine breathervortex induced vibrationaerospace engineering

Characterizing Jonswap Rogue Waves and Their Statistics via Inverse Spectral Data. Wave Motion (2016)

Annalisa CaliniConstance M. Schober

wave motionjonswap rogue wavesrogue wavesstatisticsinverse spectral data

Rogue Waves in Higher Order Nonlinear SchröDinger Models. Springer eBooks (2015)

Constance M. SchoberAnnalisa Calini

biophysicsnonlinear phenomenanonlinear systemshigher ordernonlinear analysisnonlinear sciencenonlinear wave propagationrogue wavesschrodinger modelsnonlinear dynamicsnonlinear resonance

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Annalisa Calini

College of Charleston

Affiliations

College of Charleston

Department Of Mathematics

School Of Science And Mathematics

NoneAnnalisa Calini is currently serving as a College Of Charleston faculty at College of Charleston.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Annalisa Calini

College of Charleston

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Novel Geometric Realization of the Yajima-Oikawa Equations. arXiv (Cornell University) (2024)

Correction to: Integrable Evolutions of Twisted Polygons in Centro-Affine ℝ M. International Mathematics Research Notices (2024)

Gloria Marí BeffaAnnalisa Calini

twisted polygonsintegrable evolutionsmathematics

Mkdv-Related Flows for Legendrian Curves in the Pseudohermitian 3-Sphere. Symmetry Integrability and Geometry Methods and Applications (2024)

mkdv-related flowsphysicsfluid flowgeometrygeometric flows

Preface to the Special Issue in Memory of Hermann Flaschka. Physica D Nonlinear Phenomena (2024)

Annalisa M. CaliniLuis C. García-NaranjoPeter D. MillerTudor S. RatiuBarbara A. Shipman

physicshermann flaschka

The Effects of Viscosity on the Linear Stability of Damped Stokes Waves, Downshifting, and Rogue Wave Generation. Studies in Applied Mathematics (2023)

nonlinear phenomenadamped stokes waveswave propagationwave motionunsteady flowsengineeringfluid dynamicsfluid flowwave nonlinearityfluid mechanicsstabilitylinear stabilityaerospace engineering

Integrable Geometric Flows for Curves in Pseudoconformal S3. Journal of Geometry and Physics (2021)

geometric topologydifferential geometryglobal analysismathematicsgeometrygeometric flowsgeometric analysisintegrable systemsrational mechanicintegrable geometric flowsgeometry and topology

Integrable Evolutions of Twisted Polygons in Centro-Affine $\Mathbb{R}^M$. arXiv (Cornell University) (2019)

Gloria Marí BeffaAnnalisa Calini

graph theoryintegral geometryintegrable evolutionsparticle physicstopologyfluid dynamicstwisted polygonsapplied mathematics

Linear Instability of the Peregrine Breather: Numerical and Analytical Investigations. Applied Numerical Mathematics (2018)

nonlinear phenomenafluid dynamicsbiologyfluid mechanicsvortex dynamicsperegrine breathervortex induced vibrationaerospace engineering

Characterizing Jonswap Rogue Waves and Their Statistics via Inverse Spectral Data. Wave Motion (2016)

Annalisa CaliniConstance M. Schober

wave motionjonswap rogue wavesrogue wavesstatisticsinverse spectral data

Rogue Waves in Higher Order Nonlinear SchröDinger Models. Springer eBooks (2015)

Constance M. SchoberAnnalisa Calini

biophysicsnonlinear phenomenanonlinear systemshigher ordernonlinear analysisnonlinear sciencenonlinear wave propagationrogue wavesschrodinger modelsnonlinear dynamicsnonlinear resonance

1
2
3
4
10 / page