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Rainer Syffus
Observed names:
R. Syffus,
Syffus, Rainer
Institutions:
University of Stuttgart,
National Cheng Kung University
Observed institutions:
University of Stuttgart,
National Cheng Kung University
OpenAlex ID:
A5023375693
Map Projections : Cartographic Information Systems
2006
·
Grafarend, Erik W
, You, Rey-Jer
, et al.
·
64
Map Projections
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
·
40
An algorithm for the inverse of a multivariate homogeneous polynomial of degreen
1996
·
Erik W. Grafarend
, Torben Krarup
, et al.
·
Journal of Geodesy
·
29
The solution of the Korn-Lichtenstein equations of conformal mapping: the direct generation of ellipsoidal Gauß-Krüger conformal coordinates or the Transverse Mercator Projection
1998
·
E. W. Grafarend
, R. Syffus
·
Journal of Geodesy
·
23
The optimal Mercator projection and the optimal polycylindric projection of conformal type - case-study Indonesia
1998
·
E. W. Grafarend
, R. Syffus
·
Journal of Geodesy
·
21
The oblique azimuthal projection of geodesic type for the biaxial ellipsoid: Riemann polar and normal coordinates
1995
·
E. W. Grafarend
, R. Syffus
·
Journal of Geodesy
·
20
Mixed cylindric map projections of the ellipsoid of revolution
1997
·
E. W. Grafarend
, R. Syffus
·
Journal of Geodesy
·
17
The Hammer projection of the ellipsoid of revolution (azimuthal, transverse, rescaled equiareal)
1997
·
E. W. Grafarend
, R. Syffus
·
Journal of Geodesy
·
15
Optimal Map Projections by Variational Calculus: Harmonic Maps
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
·
2
“Ellipsoid-of-Revolution to Cylinder”: Transverse Aspect
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
·
1
C 10(3): The Ten Parameter Conformal Group as a Datum Transformation in Three-Dimensional Euclidean Space
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
·
1
Geodetic Mapping
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
·
1
“Sphere to Cylinder”: Transverse Aspect
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
·
1
“Ellipsoid-of-Revolution to Cone”: Polar Aspect
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
“Ellipsoid-of-Revolution to Cylinder”: Polar Aspect
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
Ellipsoid-of-Revolution to Sphere and from Sphere to Plane
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
Map Projections of Alternative Structures: Torus, Hyperboloid, Paraboloid, Onion Shape and Others
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
“Sphere to Cylinder”: Pseudo-Cylindrical Projections
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
“Sphere to Cone”: Polar Aspect
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
“Sphere to Tangential Plane”: Polar (Normal) Aspect
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
“Sphere to Cylinder”: Oblique Aspect
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
“Sphere to Cylinder”: Polar Aspect
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
Ellipsoid-of-Revolution to Tangential Plane
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
Surfaces of Gaussian Curvature Zero
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
“Sphere to Tangential Plane”: Oblique Aspect
2014
·
Erik W. Grafarend
, Rey-Jer You
, et al.
·
Springer eBooks
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Works count:
34
Citation count:
235
H-index:
8
I10-index:
8
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