| A Fokker-Planck equation with a boundary condition</td>
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<td colspan="2" class="text5">关键词:
<a
href='http://oa.las.ac.cn/oainone/service/browseall/viewmore?ptype=JA&q= AND oakeywords:"Fokker-Planck Integrable"'>Fokker-Planck Integrable</a>;
<a
href='http://oa.las.ac.cn/oainone/service/browseall/viewmore?ptype=JA&q= AND oakeywords:"Operador de Laplace Beltrami"'>Operador de Laplace Beltrami</a>;
<a
href='http://oa.las.ac.cn/oainone/service/browseall/viewmore?ptype=JA&q= AND oakeywords:"Fokker-Planck integrable"'>Fokker-Planck integrable</a>;
<a
href='http://oa.las.ac.cn/oainone/service/browseall/viewmore?ptype=JA&q= AND oakeywords:"Laplace Beltrami operator"'>Laplace Beltrami operator</a>;
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<td class="text2" colspan="2" style="color: #2575A5;">DOI : </td>
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<td colspan="2" class="text5" style="color: #2575A5;">来源:<a
href='http://oa.las.ac.cn/oainone/service/browseall/viewmore?ptype=JA&q= AND oasourcestr:"DOAJ"'>
DOAJ</a></td>
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<h6>【 摘 要 】</h6>
<p style="text-align: justify; text-indent: 2em;">
La solución estacionaria u de la Ecuación de Fokker-Planck relativa a un campo de vectores X, en una variedad de Riemann, compacta, orientable y sin borde M, satisface la condición de frontera <IMG SRC="http:/img/fbpe/rtfiuz/v26n3/art07ec2.gif" WIDTH=120 HEIGHT=35>en un dominio arbitrario omega si X es un campo gradiente. En el caso de algunos campos no gradientes, determinamos dominios omega para los cuales, la solución u satisface todavía la condición de frontera citada.<br>The steady state u of the Fokker-Planck Equation associated to a vector field X on a compact, orientable and without boundary Riemannian manifold M fulfils the boundary condition <IMG SRC="http:/img/fbpe/rtfiuz/v26n3/art07ec2.gif" WIDTH=120 HEIGHT=35>in an arbitrary domain omega if X is a gradient vector field. In some non-gradient cases we give domains omega in which u even fulfils that condition.</p>
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