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Biomedical subjects

M Kawato

Publications and source records attributed to M Kawato.

At least 91 records · Page 5Linked to original sources
PubMed1982

Lecithin: cholesterol acyl transfer rate in hypothyroidism and hyperthyroidism.

The initial rate of lecithin: cholesterol acyl transferase and serum concentration of lipids were determined in euthyroid, hypothyroid and hyperthyroid subjects. In hyperthyroid subjects, the serum levels of total and free cholesterol were significantly lower than in normal subjects and the fractional lecithin: cholesterol acyl transfer rate was significantly higher than in normal subjects. The molar lecithin: cholesterol acyl transfer rate was also higher than in normal subjects, but not significantly. The free cholesterol/total cholesterol ratio in hypothyroid females and the serum levels of triglyceride and free fatty acid in hypothyroid male were significantly higher than in normal subjects. The fractional lecithin: cholesterol acyl transfer rates in hypothyroid females were significantly lower than in normal females. After treatment of the thyroid disease the fractional and molar lecithin: cholestorol cholesterol acyl transfer rate approached the normal values. There was a positive correlation between fractional and molar lecithin: cholesterol acyl transfer rate and thyroxine. These results suggest that thyroid hormone influences the cholesterol esterification through the activation of lecithin: cholesterol acyltransferase.

Adult↗
PubMed1982

Secondary type V hyperlipoproteinemia in an acromegalic patient without overt diabetes.

A rare case of acromegaly developing gross hyperlipidemia not associated with overt diabetes was presented. Gross hyperlipidemia revealed type V hyperlipoproteininemia, according to agarose gel electrophoretic pattern of serum lipoprotein. Before pituitary surgery, the serum levels of cholesterol and triglyceride were 320 mg/dl and 1830 mg/dl respectively, and the basal level of growth hormone was markedly elevated, ranging from 129 to 231 ng/ml with the mean +/- SD of 168 +/- 39 ng/ml. The enzymatic activities of hepatic triglyceride lipase (H-TGL) and lipoprotein lipase (LPL) were 14.2 and 1.50 mumoles/ml/hour, respectively. H-TGL activity was normal, while LPL activity was extremely low compared to those of normal subjects. After combined therapy with pituitary surgery and 60Co radiation, the serum level of growth hormone was decreased to 35.9 +/- 8.6 ng/ml in the mean +/- SD, but not normalized. However, the serum level of triglyceride was decreased and both H-TGL and LPL activities were increased to 19.3 and 2.7 mumoles/ml/hour, respectively. LPL activity was increased 79% compared to the level of pretreatment. Agarose gel electrophoretic pattern of lipoprotein changed from type V to type IV and ultracentrifugal analysis showed that very low density lipoprotein (VLDL)-cholesterol was decreased and intermediate density lipoprotein (IDL)-cholesterol, low density lipoprotein (LDL)-cholesterol and high density lipoprotein (HDL)-cholesterol were increased.

Acromegaly↗
PubMed1981

Analysis of entrainment of circadian oscillators by skeleton photoperiods using phase transition curves.

A skeleton photoperiod consists of two short pulses which are applied on the circadian oscillator at times corresponding to the beginning and to the end of a continuous light stimulus. To study several problems in entrainment of circadian rhythms by skeleton photoperiods, we develop a simple diagrammatic solution of the steady state entrainment making use of phase transition curves which are directly gotten from phase response curves. The graphical method is simple and systematic to study entrainment by light cycles with various day lengths. As the method is also intuitive, we can easily examine three problems. (1) In Drosophila the phase relation (psi) between rhythm and light cycle is a continuous function of day length of skeleton photoperiods up to about 12 h, but a marked discontinuity (psi-jump) sets in between 13 and 14 h. By the diagrammatic method we find that psi-jump is mathematically a bifurcation phenomenon. (2) The action of photoperiods up to about 12 h is fully simulated by two 15-min skeleton pulses. Do 3-min skeleton pulses imitate the complete photoperiods? We find that pulse width is arbitrary to some extent. (3) Why skeleton photoperiods up to about 12 h are good models of complete photoperiods? The reason is the small amplitude and the nearly symmetrical form of phase response curves in the subjective day.

Animals↗
PubMed1980

Two coupled oscillators as a model for the coordinated finger tapping by both hands.

Recently, it was found that rhythmic movements (e.g. locomotion, swimmeret beating) are controlled by mutually coupled endogeneous neural oscillators (Kennedy and Davis, 1977; Pearson and Iles, 1973; Stein, 1974; Shik and Orlovsky, 1976; Grillner and Zangger, 1979). Meanwhile, it has been found out that the phase resetting experiment is useful to investigate the interaction of neural oscillators (Perkel et al., 1963; Stein, 1974). In the preceding paper (Yamanishi et al., 1979), we studied the functional interaction between the neural oscillatory which is assumed to control finger tapping and the neural networks which control some tasks. The tasks were imposed on the subject as the perturbation of the phase resetting experiment. In this paper, we investigate the control mechanism of the coordinated finger tapping by both hands. First, the subjects were instructed to coordinate the finger tapping by both hands so as to keep the phase difference between two hands constant. The performance was evaluated by a systematic error and a standard deviation of phase differences. Second, we propose two coupled neural oscillators as a model for the coordinated finger tapping. Dynamical behavior of the model system is analyzed by using phase transition curves which were measured on one hand finger tapping in the preivous experiment (Yamanishi et al., 1979). Prediction by the model is in good agreement with the results of the experiments. Therefore, it is suggested that the neural mechanism which controls the coordinated finger tapping may be composed of a coupled system of two neural oscillators each of which controls the right and the left finger tapping respectively.

Fingers↗
PubMed1979

Studies on human finger tapping neural networks by phase transition curves.

The human finger tapping was studied psychologically by the phase transition curves. We assumed that some oscillatory neural network controls the tapping. One of our future works on the human finger tapping is to devise a method to change the magnitude of perturbation continuously in phase resetting experiments of a constant tapping interval with a same kind of task. If this is achieved, we can obtain a phase transition surface (i.e. the new phase as a function of the old phase and the magnitude of perturbation). From the shape of a phase transition surface, the intrinsic properties of the oscillatory network which controls the tapping can be studied (Kawato et al., 1978).

Conditioning, Psychological↗
PubMed1979

Synergism and antagonism of neurons caused by an electrical synapse.

To investigate the role of electrical junction, a model system consisting of two electrically coupled neurons was studied. It was revealed that the model system generates both the in-phase pattern and the anti-phase pattern stably. Physiological condierations revealed the following. The in-phase discharge pattern (synergism) is a unique output of a electrically coupled pacemaker neurons. However, both the in-phase (synergism) and the anti-phase (antagonism) discharge patterns are possible for electrically coupled bursting neurons. We may expect other discharge patterns, such as a random discharge pattern (chaos), than the inphase and the anti-phase pattern in electrically coupled neurons. Random firing patterns in the inferior olive may be attributed to electrical synapses. Until now, we have assumed that excitation periods of two neurons were almost the same. When two periods are greatly different, various phenomena are expected. Determination of the stability of the anti-phase solution by the analytical methods, when diffusion constants are very small, is one of our future problems.

Action Potentials↗
PubMed1978

Biological oscillators can be stopped--topological study of a phase response care.

Many biological oscillators are stable against noise and perturbation (e.g. circadian rhythms, biochemical oscillators, pacemaker neurons, bursting neurons and neural networks with periodic outputs). The experiment of phase shifts resulting from discrete perturbation of stable biological rhythms was developed by Perkel and coworkers (Perkel et al., 1964). By these methods, they could get important insights into the entrainment behaviors of biological rhythms. Phase response curves, which are measured in these experiments, can be classified into two types. The one is the curve with one mapping degree (Type 1), and the other is that with zero mapping degree (Type 0) (Winfree, 1970). We define the phase response curve mathematically, and explain the difference between these two types by the homotopy theory. Moreover, we prove that, if a Type 0 curve is obtained at a certain magnitude of perturbation, there exists at least one lower magnitude for which the phase response curve cannot be measured. Some applications of these theoretical results are presented.

Acclimatization↗