On the theory of the Kolmogorov operator in the spaces $L^p$ and $C_\infty.$ I

We obtain the basic results concerning the problem of constructing operator realizations of the formal differential expression $\nabla \cdot a \cdot \nabla

b \cdot \nabla $w i t h m e a s u r a b l e m a t r i x$ a $a n d v e c t o r f i e l d$ b$ having critical-order singularities as the generators of Markov semigroups in $L^{p}$ and $C_{\infty}$ .

We obtain the basic results concerning the problem of constructing operator realizations of the formal differential expression $\nabla \cdot a \cdot \nabla

b \cdot \nabla $w i t h m e a s u r a b l e m a t r i x$ a $a n d v e c t o r f i e l d$ b$ having critical-order singularities as the generators of Markov semigroups in $L^{p}$ and $C_{\infty}$ .

On the theory of the Kolmogorov operator in the spaces $L^{p}$ and $C_{\infty} .$ I

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On the theory of the Kolmogorov operator in the spaces $L^{p}$ and $C_{\infty} .$ I

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On the theory of the Kolmogorov operator in the spaces LpLp and C∞.C∞​. I

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On the theory of the Kolmogorov operator in the spaces LpLp and C∞.C∞​. I

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On the theory of the Kolmogorov operator in the spaces $L^{p}$ and $C_{\infty} .$ I

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On the theory of the Kolmogorov operator in the spaces $L^{p}$ and $C_{\infty} .$ I

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