About the Application Multiquadrie Method to Approximation of Irregular Surfaces

1
Lviv Polytechnic National University
2
Lviv Polytechnic National University
  1. Shul'min M. V, Mitel'man E. Ja. Mul'tikvadrikovyj metod approksimacii topograficheskoj poverhnosti. — Geodezija i kartografija, 1974, № 2.
  2. Shul'man M. V, Mitel'man E. Ja. Cifrovye modeli i ih ispol'zovanie pri semke rel'efa sushi i dna akvatorij kontinental'nogo shel'fa. — Izv. vuzov. Geodezija i ajerofotosemka, 1978„ № 4.
  3. Göpfert W. lnterpolationsergebnisse mit der Multiquadratischen Methode. — Vermessungs, 1977, v. 102, № 10.
  4. Hardy R. L. Multiquadric equations of topography and other surfaces. — J. Geophys. Res. 1971, v. 76.
  5. Hardy R. L. Research resulting in the application of Multiquadric Equations to- Surveying and Mapping Problems. — Surveying and Mapping, 1975. v. 35. № 4.
  6. Hardy R, L. Least square prediction. — Photogram. Eng. and Remote Sens., 1977, v. 43. № 4.
  7. Schut G. H. Review of interpolation methods for digital terrain models. — Can. Surv. 1976, v. 30, № 5.