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El. knyga: VIII Hotine-Marussi Symposium on Mathematical Geodesy: Proceedings of the Symposium in Rome, 17-21 June, 2013

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This book contains a selection of peer-reviewed papers presented at the VIII Hotine-Marussi Symposium on Mathematical Geodesy in Rome, 17-21 June, 2013. The scientific sessions focused on global reference systems, geodetic data analysis, geopotential modelling, gravity field mapping as well as digital terrain modelling. A specal chapter is dedicated to understand the generation of Flash.



Proceedings of the Symposium in Rome, 17-21 June, 2013

Recenzijos

Part I Lincei session.- Opening remarks for the 2013 Hotine-Marussi
symposium.- Fernado Sansņ laudation.- Global Reference Systems: Theory and
open questions.- Part II Geodetic data analysis.- Noise analysis of
continuous GPS time series of selected EPN stations to investigate variations
in stability of monument types.- Improvement of Least-Squares Collocation
error estimates using local GOCE Tzz signal standard deviations.-
Multivariate Integer Cycle-Slip Resolution: A Single-Channel Analysis.-
Theory of Earth Rotation Variations.- Variable seasonal and subseasonal
oscillations in sea level anomaly data and their impact on prediction
accuracy.- Permanent GPS networks in Italy: analysis of time series noise.-
VADASE: state of the art and new developments of a third way to GNSS
Seismology.- On the spatial resolution of homogeneous isotropic filters on
the sphere.- On time-variable seasonal signals: comparison of SSA and Kalman
filtering based approach.- Extensive analysis of IGS REPRO1 coordinate time
series.- Part III Geopotential modeling, boundary value problems and height
systems.- Determination of W0 from the GOCE measurements using the method of
fundamental solutions.- Combination of GOCE gravity gradients in regional
gravity field modelling using radial basis functions.- Rosborough
representation in satellite gravimetry.- Combining Different Types of Gravity
Observations in Regional Gravity Modeling in Spherical Radial Basis
Functions.- Height Datum Unification by Means of the GBVP Approach Using Tide
Gauges.- Computation of Zenith Total Delay CorrectionFields using
Ground-Based GNSS.- Rigorous interpolation of atmospheric state parameters
for ray-traced tropospheric delays.- Comparison of different techniques for
tropospheric wet delay retrieval over South America and surrounding oceans.-
Part V Gravity field mapping methodology from GRACE and future gravity
missions.- The role of position information for the analysis of K-Band data
experiences from GRACE and GOCE for GRAIL gravity field recovery.- Gravity
field mapping from GRACE: different approaches same results?.- The effect
of pseudo-stochastic orbit parameters on GRACE monthly gravity fields
insights from lumped coefficients.- On an iterative approach to solving the
nonlinear satellite-fixed geodetic boundary-value problem.- An OpenCL
implementation of ellipsoidal harmonics.- A remark on the computation of the
gravitational potential of masses with linearly varying density.- The
observation equation of spirit leveling in Molodenskys context.- Reference
station weighting and frame optimality in minimally constrained networks.-
Atmospheric loading and mass variation effects on the SLR-defined geocenter.-
Part VIII Digital Terrain Modeling, Synthetic Aperture Radar and new sensors:
theory and methods.- Radargrammetric Digital Surface Models Generation from
High Resolution Satellite SAR Imagery: Methodology and Case Studies.-
Principles and applications of polarimetric SAR tomography for the
characterization of complex environments.- Merging local DTMs: methodological
problems and practical solutions on heli-dem case study.- Part IX Inverse
modeling, estimation theory.- Single-Epoch GNSS Array Integrity: an
Analytical Study.- Global to local Moho estimate based on GOCE geopotential
model and local gravity data.- An overview of adjustment methods for mixed
additive and multiplicative random error models.- Cycle slip detection and
correction for heading determination with low-cost GPS/ INS receivers.-
Adjusting the errors-in-variables model: linearized least-squares vs.
nonlinear total least-squares.- Multivariate GNSS Attitude Integrity: the
Role of Affine Constraints.- Integrating geological prior information into
the inverse gravimetric problem: the Bayesian approach.- Effects of Different
Objective Functions in Inequality Constrained and Rank-Deficient
Least-Squares Problems.