让$\mathit{<trans\; data-src="W">W公司</trans>}<trans\; data-src="(">(</trans>\mathit{<trans\; data-src="t">t吨</trans>}<trans\; data-src=")">)</trans>$,$\mathrm{<trans\; data-src="0">0</trans>}<trans\; data-src="\le ">\le </trans>\mathit{<trans\; data-src="t">t吨</trans>}<trans\; data-src="\le ">\le </trans>\mathit{<trans\; data-src="T">T型</trans>}$，成为布朗运动${\mathbb{<trans\; data-src="R">R（右）</trans>}}^{\mathit{<trans\; data-src="d">d日</trans>}}$,$\mathit{<trans\; data-src="d">d日</trans>}<trans\; data-src="=">=</trans>\mathrm{<trans\; data-src="2">2</trans>}<trans\; data-src=",">,</trans>\mathrm{<trans\; data-src="3">三</trans>}$我们这么说x是的切点W公司如果$\mathit{<trans\; data-src="x">x</trans>}<trans\; data-src="=">=</trans>\mathit{<trans\; data-src="W">W公司</trans>}<trans\; data-src="(">(</trans>\mathit{<trans\; data-src="t">t吨</trans>}<trans\; data-src=")">)</trans>$对一些人来说$\mathit{<trans\; data-src="t">t吨</trans>}<trans\; data-src="\in ">\in </trans><trans\; data-src="(">(</trans>\mathrm{<trans\; data-src="0">0</trans>}<trans\; data-src=",">,</trans>\mathit{<trans\; data-src="T">T型</trans>}<trans\; data-src=")">)</trans>$这样的话$\mathit{<trans\; data-src="W">W公司</trans>}<trans\; data-src="[">[</trans>\mathrm{<trans\; data-src="0">0</trans>}<trans\; data-src=",">,</trans>\mathit{<trans\; data-src="t">t吨</trans>}<trans\; data-src=")">)</trans>$和$\mathit{<trans\; data-src="W">W公司</trans>}<trans\; data-src="(">(</trans>\mathit{<trans\; data-src="t">t吨</trans>}<trans\; data-src=",">,</trans>\mathit{<trans\; data-src="T">T型</trans>}<trans\; data-src="]">]</trans>$是不相交的。在这项工作中，我们证明了W公司存在并且是有限的和非平凡的。

Soit公司$\mathit{<trans\; data-src="W">W公司</trans>}<trans\; data-src="(">(</trans>\mathit{<trans\; data-src="t">t吨</trans>}<trans\; data-src=")">)</trans>$,$\mathrm{<trans\; data-src="0">0</trans>}<trans\; data-src="\le ">\le </trans>\mathit{<trans\; data-src="t">t吨</trans>}<trans\; data-src="\le ">\le </trans>\mathit{<trans\; data-src="T">T型</trans>}$联合国运动${\mathbb{<trans\; data-src="R">R（右）</trans>}}^{\mathit{<trans\; data-src="d">d日</trans>}}$,$\mathit{<trans\; data-src="d">d日</trans>}<trans\; data-src="=">=</trans>\mathrm{<trans\; data-src="2">2</trans>}<trans\; data-src=",">,</trans>\mathrm{<trans\; data-src="3">三</trans>}$.在dit que上x圣保罗点W公司硅$\mathit{<trans\; data-src="x">x</trans>}<trans\; data-src="=">=</trans>\mathit{<trans\; data-src="W">W公司</trans>}<trans\; data-src="(">(</trans>\mathit{<trans\; data-src="t">t吨</trans>}<trans\; data-src=")">)</trans>$倾泻不确定$\mathit{<trans\; data-src="t">t吨</trans>}<trans\; data-src="\in ">\in </trans><trans\; data-src="(">(</trans>\mathrm{<trans\; data-src="0">0</trans>}<trans\; data-src=",">,</trans>\mathit{<trans\; data-src="T">T型</trans>}<trans\; data-src=")">)</trans>$电话que$\mathit{<trans\; data-src="W">W公司</trans>}<trans\; data-src="[">[</trans>\mathrm{<trans\; data-src="0">0</trans>}<trans\; data-src=",">,</trans>\mathit{<trans\; data-src="t">t吨</trans>}<trans\; data-src=")">)</trans>$et（等）$\mathit{<trans\; data-src="W">W公司</trans>}<trans\; data-src="(">(</trans>\mathit{<trans\; data-src="t">t吨</trans>}<trans\; data-src=",">,</trans>\mathit{<trans\; data-src="T">T型</trans>}<trans\; data-src="]">]</trans>$桑特脱节了。Dans cet文章，nous montrons que le contenu de Minkowski de l'ensemble des points de coupure pourW公司存在p.s.，et qu'il est p.s.fini et non-平凡。