Diana Schmidt

发表

The relation between the height of a well-founded partial ordering and the order types of its chains and antichains

Diana Schmidt, 1981, J. Comb. Theory, Ser. B.

The International Partnership in Health Informatics Education

Monique W. M. Jaspers, Reed M. Gardner, Reinhold Haux, 2004, MedInfo.

Erfolgreich programmieren mit Ada - unter Berücksichtigung des objektorientierten Standards

Diana Schmidt, 1994 .

Bounds for the Closure Ordinals of Replete Monotonic Increasing Functions

Diana Schmidt, 1975, J. Symb. Log..

Associative Ordinal Functions, Well Partial Orderings and a Problem of Skolem

Diana Schmidt, D. Schmidt, 1978, Math. Log. Q..

A Partition Theorem for Ordinals

Diana Schmidt, 1979, J. Comb. Theory, Ser. A.

IΦE Workshop Scientific Work of Graduate Students of Medical Informatics

Reed M. Gardner, Reinhold Haux, Diana Schmidt, 2001, MedInfo.

On the complement of one complexity class in another

Diana Schmidt, 1983, Logic and Machines.

A Queuing Analysis of the Air Traffic Controller''s Workload

Diana Schmidt, 1978 .

Master of science program in health information management at Heidelberg/Heilbronn: a health care oriented approach to medical informatics

Reinhold Haux, Diana Schmidt, 2002, Int. J. Medical Informatics.

International Master Classes in health informatics

Monique W. M. Jaspers, Reed M. Gardner, Reinhold Haux, 2004, Int. J. Medical Informatics.

The Recursion-Theoretic Structure of Complexity Classes

Diana Schmidt, 1985, Theor. Comput. Sci..

Medical informatics at Heidelberg/Heilbronn: status-evaluation-new challenges in a specialised curriculum for medical informatics after thirty years of evolution

Thomas Wetter, Petra Knaup-Gregori, Diana Schmidt, 2004, Int. J. Medical Informatics.

Built-up systems of fundamental sequences and hierarchies of number-theoretic functions

Diana Schmidt, D. Schmidt, 1977, Arch. Math. Log..

An alternative definition of NP

Diana Schmidt, 1983, Bull. EATCS.

Postscript to “built-up systems of fundamental sequences and hierarchies of number-theoretic functions”

Diana Schmidt, 1977, Arch. Math. Log..