Literature DB >> 13597489

Mechanism of periodic catatonia.

L DANZIGER, G L ELMERGREEN.   

Abstract

Entities:  

Keywords:  CATATONIA

Mesh:

Year:  1958        PMID: 13597489     DOI: 10.1159/000105050

Source DB:  PubMed          Journal:  Confin Neurol        ISSN: 0010-5678


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  10 in total

1.  Application of the describing function of the Danziger-Elmergreen equations.

Authors:  N MacDonald
Journal:  Bull Math Biol       Date:  1976       Impact factor: 1.758

2.  Parameter-dependent transitions and the optimal control of dynamical diseases.

Authors:  P E Rapp; R A Latta; A I Mees
Journal:  Bull Math Biol       Date:  1988       Impact factor: 1.758

3.  Response to triiodothyronine and dextroamphetamine: a study of preschool schizophrenic children.

Authors:  M Campbell; B Fish; R David; T Shapiro; P Collins; C Koh
Journal:  J Autism Child Schizophr       Date:  1972 Oct-Dec

4.  Mathematical biophysics of sustained nonperiodic oscillations of excitation and inhibition in the central nervous system.

Authors:  N Rashevsky
Journal:  Bull Math Biophys       Date:  1971-12

5.  The Danziger-Elmergreen theory of periodic catatonic schizophrenia.

Authors:  J Cronin
Journal:  Bull Math Biol       Date:  1973 Nov-Dec       Impact factor: 1.758

6.  A note on nonperiodic undamped oscillations, with special reference to brain waves.

Authors:  N Rashevsky
Journal:  Bull Math Biophys       Date:  1971-06

7.  A note on sporadic nonperiodic oscillations in the activity of the endocrine system and on the endocrine-nervous system feedback.

Authors:  N Rashevsky
Journal:  Bull Math Biophys       Date:  1972-03

8.  A suggestion of a new approach to the theory of some biological periodicities.

Authors:  N Rashevsky
Journal:  Bull Math Biophys       Date:  1968-12

9.  Mathematical theory of biological periodicities: formulation of the n-body case.

Authors:  N Rashevsky
Journal:  Bull Math Biophys       Date:  1968-12

10.  Mathematical aspects of periodic catatonic schizophrenia.

Authors:  J Cronin
Journal:  Bull Math Biol       Date:  1977       Impact factor: 1.758

  10 in total

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