A computational method for the Hufnagel pseudocylindric map projection family

Bernhard Jenny; Bojan Šavrič; Daniel R. Strebe

doi:10.1080/15230406.2015.1128853

A computational method for the Hufnagel pseudocylindric map projection family

Bernhard Jenny, Bojan Šavrič, Daniel R. Strebe

Research output: Contribution to journal › Article › Research › peer-review

1 Citation (Scopus)

Abstract

In 1989, Herbert Hufnagel introduced a mathematical model for a family of equal-area, pseudocylindric projections, which includes the Mollweide, Wagner IV, and Eckert IV projections as specializations. Hufnagel’s contribution has received very little attention, and his projections are not available in any of the commonly used cartographic software packages. This article makes three contributions: The Hufnagel family is introduced to the English-speaking community; algorithms for computing the forward and reverse projections are presented; and the eight new projections proposed by Hufnagel are analyzed.

Original language	English
Pages (from-to)	86-94
Number of pages	9
Journal	Cartography and Geographic Information Science
Volume	44
Issue number	1
DOIs	https://doi.org/10.1080/15230406.2015.1128853
Publication status	Published - 2017
Externally published	Yes

Keywords

Eckert IV
Hufnagel
Mollweide
small-scale projection
Wagner IV
world map projection

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10.1080/15230406.2015.1128853

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title = "A computational method for the Hufnagel pseudocylindric map projection family",

abstract = "In 1989, Herbert Hufnagel introduced a mathematical model for a family of equal-area, pseudocylindric projections, which includes the Mollweide, Wagner IV, and Eckert IV projections as specializations. Hufnagel{\textquoteright}s contribution has received very little attention, and his projections are not available in any of the commonly used cartographic software packages. This article makes three contributions: The Hufnagel family is introduced to the English-speaking community; algorithms for computing the forward and reverse projections are presented; and the eight new projections proposed by Hufnagel are analyzed.",

keywords = "Eckert IV, Hufnagel, Mollweide, small-scale projection, Wagner IV, world map projection",

author = "Bernhard Jenny and Bojan {\v S}avri{\v c} and Strebe, {Daniel R.}",

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AU - Jenny, Bernhard

AU - Šavrič, Bojan

AU - Strebe, Daniel R.

PY - 2017

Y1 - 2017

N2 - In 1989, Herbert Hufnagel introduced a mathematical model for a family of equal-area, pseudocylindric projections, which includes the Mollweide, Wagner IV, and Eckert IV projections as specializations. Hufnagel’s contribution has received very little attention, and his projections are not available in any of the commonly used cartographic software packages. This article makes three contributions: The Hufnagel family is introduced to the English-speaking community; algorithms for computing the forward and reverse projections are presented; and the eight new projections proposed by Hufnagel are analyzed.

AB - In 1989, Herbert Hufnagel introduced a mathematical model for a family of equal-area, pseudocylindric projections, which includes the Mollweide, Wagner IV, and Eckert IV projections as specializations. Hufnagel’s contribution has received very little attention, and his projections are not available in any of the commonly used cartographic software packages. This article makes three contributions: The Hufnagel family is introduced to the English-speaking community; algorithms for computing the forward and reverse projections are presented; and the eight new projections proposed by Hufnagel are analyzed.

KW - Eckert IV

KW - Hufnagel

KW - Mollweide

KW - small-scale projection

KW - Wagner IV

KW - world map projection

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DO - 10.1080/15230406.2015.1128853

M3 - Article

AN - SCOPUS:84959041235

VL - 44

SP - 86

EP - 94

JO - Cartography and Geographic Information Science

JF - Cartography and Geographic Information Science

SN - 1523-0406

IS - 1

ER -

A computational method for the Hufnagel pseudocylindric map projection family

Abstract

Keywords

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