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Received: 02.07.1965

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Citation: L. I. Kamynin, “On the smoothness of thermal potentials. II. Thermal potentials on the surface of type $Л^{1,\alpha,\alpha/2}_{1,1,(1+\alpha)/2}$”, Differ. Uravn., 2:5 (1966), 647–687

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https://www.mathnet.ru/eng/de510

https://www.mathnet.ru/eng/de/v2/i5/p647

Cycle of papers

• On the smoothness of thermal potentials. II. Thermal potentials on the surface of type $Л^{1,\alpha,\alpha/2}_{1,1,(1+\alpha)/2}$
  L. I. Kamynin
  Differ. Uravn., 1966, 2:5, 647–687
• On the smoothness of thermal potentials. III. A special single layer thermal potential $P(x,\,t)$ on surfaces of type $Л^{0,1,\frac{1+\alpha}2}_{1,\alpha,\alpha/2}$ and $Л_{1,1,\frac{1+\alpha}2}^{1,\alpha,\alpha/2}$
  L. I. Kamynin
  Differ. Uravn., 1966, 2:10, 1333–1357
• On the smoothness of thermal potentials. III
  L. I. Kamynin
  Differ. Uravn., 1966, 2:11, 1484–1501
• Smoothness of thermal potentials. IV. Application of the theory of thermal potentials to the solution of a problem of biophysics on the distribution of concentrations in a living cell
  L. I. Kamynin
  Differ. Uravn., 1967, 3:6, 948–964
• On the smoothness of thermal potentials. IV
  L. I. Kamynin
  Differ. Uravn., 1967, 3:8, 1303–1312
• On the smoothness of thermal potentials. V. Thermal potentials $U,\,V$ and $W$ on surfaces of type $Л^{m+1,\alpha,\alpha/2}_{2m+1,1,(1+\alpha)/2}$ and $Л^{m+1,1,(1+\alpha)/2}_{2m+3,\alpha,\alpha/2}$
  L. I. Kamynin
  Differ. Uravn., 1968, 4:2, 347–365
• On the smoothness of thermal potentials. V. Thermal potentials $U,$ $V$ and $W$ on surfaces of type $Л^{m+1,\alpha,\alpha/2}_{2m+1,1,(1+\alpha)/2}$ and $Л^{m+1,1,(1+\alpha)/2}_{2m+3,\alpha,\alpha/2}$. II
  L. I. Kamynin
  Differ. Uravn., 1968, 4:5, 881–895
• On the smoothness of thermal potentials. VI. Special thermal potentials $P$ and $Q$ on surfaces of type $Л^{m+1,\alpha,\alpha/2}_{2m+1,1,(1+\alpha)/2}$ and $Л^{m+1,1,(1+\alpha)/2}_{2m+3,\alpha,\alpha/2}$
  L. I. Kamynin
  Differ. Uravn., 1968, 4:10, 1867–1891

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