Titlebook: Mathematische Theorie statistischer Experimente; Herbert Heyer Textbook 1973 Springer-Verlag Berlin—Heidelberg 1973 Erwartungstreue.Mischv

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Informationsvergleich von Experimenten,ische Version der Entscheidungstheorie. Dieser Paragraph enth?lt die grundlegenden Definitionen, einige Interpretationen und einführende S?tze, welche die Struktur des angeschnittenen Fragenkreises verdeutlichen sollen.

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cs comes through the construction of surfaces as weighted averages of selected points, called “control vertices” in which B-splines are taken as the weighting functions. Some examples will illustrate the characteristics of this use of B-splines..With this background we consider two recent developmen

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Herbert Heyercs comes through the construction of surfaces as weighted averages of selected points, called “control vertices” in which B-splines are taken as the weighting functions. Some examples will illustrate the characteristics of this use of B-splines..With this background we consider two recent developmen

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Herbert Heyercs comes through the construction of surfaces as weighted averages of selected points, called “control vertices” in which B-splines are taken as the weighting functions. Some examples will illustrate the characteristics of this use of B-splines..With this background we consider two recent developmen

EXTOL

Herbert Heyercs comes through the construction of surfaces as weighted averages of selected points, called “control vertices” in which B-splines are taken as the weighting functions. Some examples will illustrate the characteristics of this use of B-splines..With this background we consider two recent developmen

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Herbert Heyercs comes through the construction of surfaces as weighted averages of selected points, called “control vertices” in which B-splines are taken as the weighting functions. Some examples will illustrate the characteristics of this use of B-splines..With this background we consider two recent developmen

WAIL

Herbert Heyercs comes through the construction of surfaces as weighted averages of selected points, called “control vertices” in which B-splines are taken as the weighting functions. Some examples will illustrate the characteristics of this use of B-splines..With this background we consider two recent developmen

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