There are 21 books by Willi Freeden on BookOrb. A strong starting point is Multiscale Potential Theory (2004). The bibliography below is in publication order, with series grouped in reading order.

Standalone books

  1. 1 On the permanence property in spherical spline interpolation 1982 · 88 pages
  2. 2 Least square approximation by linear combinations of (multi) poles 1983 · 84 pages
  3. 3 Continuation of spherical harmonics and approximation by spherical harmonic expansions 1985 · 133 pages
  4. 4 Multiscale Potential Theory 2004 · 510 pages
  5. 5 Metaharmonic Lattice Point Theory 2011 · 467 pages
  6. 6 Geomathematically Oriented Potential Theory 2012 · 468 pages
  7. 7 Special Functions of Mathematical (Geo-)Physics 2013 · 505 pages
  8. 8 Handbuch Tiefe Geothermie 2014 · 854 pages
  9. 9 Integration and Cubature Methods 2017 · 501 pages
  10. 10 Handbook of Mathematical Geodesy 2018 · 932 pages
  11. 11 Lattice Point Identities and Shannon-Type Sampling 2019 · 305 pages
  12. 12 Dekorrelative Gravimetrie 2020 · 398 pages
  13. 13 Decorrelative Mollifier Gravimetry 2022 · 501 pages
  14. 14 Exploratory Potential Methods in Geothermal Power Generation 2024 · 207 pages

Showing 14 of 21 titles.

Frequently asked questions

How many books has Willi Freeden written?

BookOrb lists 21 books by Willi Freeden.

Where should I start with Willi Freeden?

A good starting point is Multiscale Potential Theory (2004).

What is the Willi Freeden books in order list?

In publication order: 1. On the permanence property in spherical spline interpolation (1982), 2. Least square approximation by linear combinations of (multi) poles (1983), 3. Continuation of spherical harmonics and approximation by spherical harmonic expansions (1985), 4. Multiscale Potential Theory (2004), 5. Metaharmonic Lattice Point Theory (2011), 6. Geomathematically Oriented Potential Theory (2012), 7. Special Functions of Mathematical (Geo-)Physics (2013), 8. Handbuch Tiefe Geothermie (2014), 9. Integration and Cubature Methods (2017), 10. Handbook of Mathematical Geodesy (2018), 11. Lattice Point Identities and Shannon-Type Sampling (2019), 12. Dekorrelative Gravimetrie (2020), 13. Decorrelative Mollifier Gravimetry (2022), 14. Exploratory Potential Methods in Geothermal Power Generation (2024).