The present paper is a Martingale approach to some non-communicable epidemic problem (e.g. cervical cancer). It is assumed the progress of the disease from pre-cancerous lesions to several gradcs of dysplasia and ultimately leading to carcinomia in situ and invaaive cancer follows by consecutive hit
A note on the class of weakly coupled problems of non-stationary piezoelectricity
β Scribed by Melnik, R. V. N. ;Melnik, K. N.
- Publisher
- John Wiley and Sons
- Year
- 1998
- Tongue
- English
- Weight
- 141 KB
- Volume
- 14
- Category
- Article
- ISSN
- 1069-8299
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β¦ Synopsis
In this paper we deal with a model of coupled non-stationary electroelasticity with displacements and potential given on the boundary of a body. We construct a numerical scheme for modelling electromechanical interactions in the body, and present a spectrum of a priori estimates for the solution of this scheme. Such estimates allow us to prove the convergence of the scheme to a generalized solution of the dierential problem from W 2 2 Q T with the second order of accuracy in a weaker than L 2 metric.
π SIMILAR VOLUMES
## Abstract The requirement that near a singular point of the equations of motion the power series expansions of the old variables in terms of the new ones start with second order terms leads to the transformation __z__ = sin^2^1/2__w__ related to that of THIELEβBURRAU. Using this new transformatio
The present paper describes a procedure for the optimal dimensional synthesis of mechanisms which is based on the solution of non-linear position problems. Planar mechanisms are modelled very easily by means of finite elements of bi-hinged rod type. The judicious choice of constraint conditions make