Geometry of Gaussian nonlinear regression. Parallel curves and confidence intervals

Andrej Pázman

Displaying similar documents to “Geometry of Gaussian nonlinear regression. Parallel curves and confidence intervals”

Generalized timelike Mannheim curves in Minkowski space-time $E_{1}^{4}$ .

Akyigit, M., Ersoy, S., Özgür, İ., Tosun, M. (2011)

Mathematical Problems in Engineering

Similarity:

Centroaffine invariants of plane curves in connection with the theory of the second-order linear differential equations

František Neuman (1968)

Archivum Mathematicum

Similarity:

On some properties of the solution of the differential equation $u^{''} + \frac{2 u^{'}}{r} = u - u^{3}$

Valter Šeda, Ján Pekár (1990)

Aplikace matematiky

Similarity:

In the paper it is shown that each solution $u (r, α)$ ot the initial value problem (2), (3) has a finite limit for $r \to \infty$ , and an asymptotic formula for the nontrivial solution $u (r, α)$ tending to 0 is given. Further, the existence of such a solutions is established by examining the number of zeros of two different solutions $u (r, \bar{α})$ , $u (r, \hat{α})$ .

Involute-evolute curve couples in the Euclidean 4-space.

Özyilmaz, Emin, Yilmaz, Süha (2009)

International Journal of Open Problems in Computer Science and Mathematics. IJOPCM

Similarity:

Displaying similar documents to “Geometry of Gaussian nonlinear regression. Parallel curves and confidence intervals”

Generalized timelike Mannheim curves in Minkowski space-time E 1 4 .

Centroaffine invariants of plane curves in connection with the theory of the second-order linear differential equations

On some properties of the solution of the differential equation u ' ' + 2 u ' r = u - u 3

Involute-evolute curve couples in the Euclidean 4-space.

Generalized timelike Mannheim curves in Minkowski space-time $E_{1}^{4}$ .

On some properties of the solution of the differential equation $u^{''} + \frac{2 u^{'}}{r} = u - u^{3}$