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In my opinion, singularity is a flaw in the model that will be eliminated sooner or later. In nature, all quantities are finite and their description must be finite. In my opinion, a good method of eliminating the singularity is the use of imaginary values of quantities. Then the real quantities in the singularity are zero, and the quantity remains finite imaginary. The imaginary value means the oscillation of a value with an amplitude equal to the imaginary part. For example, if you calculate the radius of an electron, assuming that its mass is electromagnetic, it is equal to $$r_e=\frac{e^2}{6im_e c^2}=-i\frac{e^2}{6m_e c^2}$$ The real part of the complex value of the quantity means the mean value, and the imaginary part is the standard deviation. This means the oscillation of the size of an electron with an amplitude equal to the imaginary part. Other singularities are destroyed on the same principle. But this is my opinion, it can meet the opposition. Unfortunately, this idea of destroying a singularity only works if space is real. If the space is complex, then the coincidence of the values of the real and imaginary parts of the event is inconceivable, but possible. For this, the space must become imaginary, which must be excluded. In order for the damping or growth of the solution to be impossible when using eigenvalues of energy or momentum, the phase of the complex coordinates must be constant. It turns out that pure imaginary eigenvalues are impossible.

In my opinion, singularity is a flaw in the model that will be eliminated sooner or later. In nature, all quantities are finite and their description must be finite. In my opinion, a good method of eliminating the singularity is the use of imaginary values of quantities. Then the real quantities in the singularity are zero, and the quantity remains finite imaginary. The imaginary value means the oscillation of a value with an amplitude equal to the imaginary part. For example, if you calculate the radius of an electron, assuming that its mass is electromagnetic, it is equal to $$r_e=\frac{e^2}{6im_e c^2}=-i\frac{e^2}{6m_e c^2}$$ The real part of the complex value of the quantity means the mean value, and the imaginary part is the standard deviation. This means the oscillation of the size of an electron with an amplitude equal to the imaginary part. Other singularities are destroyed on the same principle. But this is my opinion, it can meet the opposition. Unfortunately, this idea of destroying a singularity only works if space is real. If the space is complex, then the coincidence of the values of the real and imaginary parts of the event is inconceivable, but possible. For this, the space must become imaginary, which must be excluded. In order for the damping or growth of the solution to be impossible when using eigenvalues of energy or momentum, the phase of the complex coordinates must be constant.

In my opinion, singularity is a flaw in the model that will be eliminated sooner or later. In nature, all quantities are finite and their description must be finite. In my opinion, a good method of eliminating the singularity is the use of imaginary values of quantities. Then the real quantities in the singularity are zero, and the quantity remains finite imaginary. The imaginary value means the oscillation of a value with an amplitude equal to the imaginary part. For example, if you calculate the radius of an electron, assuming that its mass is electromagnetic, it is equal to $$r_e=\frac{e^2}{6im_e c^2}=-i\frac{e^2}{6m_e c^2}$$ The real part of the complex value of the quantity means the mean value, and the imaginary part is the standard deviation. This means the oscillation of the size of an electron with an amplitude equal to the imaginary part. Other singularities are destroyed on the same principle. But this is my opinion, it can meet the opposition. Unfortunately, this idea of destroying a singularity only works if space is real. If the space is complex, then the coincidence of the values of the real and imaginary parts of the event is inconceivable, but possible. For this, the space must become imaginary, which must be excluded. In order for the damping or growth of the solution to be impossible when using eigenvalues of energy or momentum, the phase of the complex coordinates must be constant. It turns out that pure imaginary eigenvalues are impossible.

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In my opinion, singularity is a flaw in the model that will be eliminated sooner or later. In nature, all quantities are finite and their description must be finite. In my opinion, a good method of eliminating the singularity is the use of imaginary values of quantities. Then the real quantities in the singularity are zero, and the quantity remains finite imaginary. The imaginary value means the oscillation of a value with an amplitude equal to the imaginary part. For example, if you calculate the radius of an electron, assuming that its mass is electromagnetic, it is equal to $$r_e=\frac{e^2}{6im_e c^2}=-i\frac{e^2}{6m_e c^2}$$ The real part of the complex value of the quantity means the mean value, and the imaginary part is the standard deviation. This means the oscillation of the size of an electron with an amplitude equal to the imaginary part. Other singularities are destroyed on the same principle. But this is my opinion, it can meet the opposition. Unfortunately, this idea of destroying a singularity only works if space is real. If the space is complex, then the coincidence of the values of the real and imaginary parts of the event is inconceivable, but possible. For this, the space must become imaginary, which must be excluded. In order for the damping or growth of the solution to be impossible when using eigenvalues of energy or momentum, the phase of the complex coordinates must be constant.

In my opinion, singularity is a flaw in the model that will be eliminated sooner or later. In nature, all quantities are finite and their description must be finite. In my opinion, a good method of eliminating the singularity is the use of imaginary values of quantities. Then the real quantities in the singularity are zero, and the quantity remains finite imaginary. The imaginary value means the oscillation of a value with an amplitude equal to the imaginary part. For example, if you calculate the radius of an electron, assuming that its mass is electromagnetic, it is equal to $$r_e=\frac{e^2}{6im_e c^2}=-i\frac{e^2}{6m_e c^2}$$ The real part of the complex value of the quantity means the mean value, and the imaginary part is the standard deviation. This means the oscillation of the size of an electron with an amplitude equal to the imaginary part. Other singularities are destroyed on the same principle. But this is my opinion, it can meet the opposition. Unfortunately, this idea of destroying a singularity only works if space is real. If the space is complex, then the coincidence of the values of the real and imaginary parts of the event is inconceivable, but possible. For this, the space must become imaginary, which must be excluded. In order for the damping or growth of the solution to be impossible, the phase of the complex coordinates must be constant.

In my opinion, singularity is a flaw in the model that will be eliminated sooner or later. In nature, all quantities are finite and their description must be finite. In my opinion, a good method of eliminating the singularity is the use of imaginary values of quantities. Then the real quantities in the singularity are zero, and the quantity remains finite imaginary. The imaginary value means the oscillation of a value with an amplitude equal to the imaginary part. For example, if you calculate the radius of an electron, assuming that its mass is electromagnetic, it is equal to $$r_e=\frac{e^2}{6im_e c^2}=-i\frac{e^2}{6m_e c^2}$$ The real part of the complex value of the quantity means the mean value, and the imaginary part is the standard deviation. This means the oscillation of the size of an electron with an amplitude equal to the imaginary part. Other singularities are destroyed on the same principle. But this is my opinion, it can meet the opposition. Unfortunately, this idea of destroying a singularity only works if space is real. If the space is complex, then the coincidence of the values of the real and imaginary parts of the event is inconceivable, but possible. For this, the space must become imaginary, which must be excluded. In order for the damping or growth of the solution to be impossible when using eigenvalues of energy or momentum, the phase of the complex coordinates must be constant.

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In my opinion, singularity is a flaw in the model that will be eliminated sooner or later. In nature, all quantities are finite and their description must be finite. In my opinion, a good method of eliminating the singularity is the use of imaginary values of quantities. Then the real quantities in the singularity are zero, and the quantity remains finite imaginary. The imaginary value means the oscillation of a value with an amplitude equal to the imaginary part. For example, if you calculate the radius of an electron, assuming that its mass is electromagnetic, it is equal to $$r_e=\frac{e^2}{6im_e c^2}=-i\frac{e^2}{6m_e c^2}$$ The real part of the complex value of the quantity means the mean value, and the imaginary part is the standard deviation. This means the oscillation of the size of an electron with an amplitude equal to the imaginary part. Other singularities are destroyed on the same principle. But this is my opinion, it can meet the opposition. Unfortunately, this idea of destroying a singularity only works if space is real. If the space is complex, then the coincidence of the values of the real and imaginary parts of the event is inconceivable, but possible. For this, the space must become imaginary, which must be excluded. In order for the damping or growth of the solution to be impossible, the phase of the complex coordinates must be constant.

In my opinion, singularity is a flaw in the model that will be eliminated sooner or later. In nature, all quantities are finite and their description must be finite. In my opinion, a good method of eliminating the singularity is the use of imaginary values of quantities. Then the real quantities in the singularity are zero, and the quantity remains finite imaginary. The imaginary value means the oscillation of a value with an amplitude equal to the imaginary part. For example, if you calculate the radius of an electron, assuming that its mass is electromagnetic, it is equal to $$r_e=\frac{e^2}{6im_e c^2}=-i\frac{e^2}{6m_e c^2}$$ The real part of the complex value of the quantity means the mean value, and the imaginary part is the standard deviation. This means the oscillation of the size of an electron with an amplitude equal to the imaginary part. Other singularities are destroyed on the same principle. But this is my opinion, it can meet the opposition. Unfortunately, this idea of destroying a singularity only works if space is real. If the space is complex, then the coincidence of the values of the real and imaginary parts of the event is inconceivable, but possible. For this, the space must become imaginary, which must be excluded.

In my opinion, singularity is a flaw in the model that will be eliminated sooner or later. In nature, all quantities are finite and their description must be finite. In my opinion, a good method of eliminating the singularity is the use of imaginary values of quantities. Then the real quantities in the singularity are zero, and the quantity remains finite imaginary. The imaginary value means the oscillation of a value with an amplitude equal to the imaginary part. For example, if you calculate the radius of an electron, assuming that its mass is electromagnetic, it is equal to $$r_e=\frac{e^2}{6im_e c^2}=-i\frac{e^2}{6m_e c^2}$$ The real part of the complex value of the quantity means the mean value, and the imaginary part is the standard deviation. This means the oscillation of the size of an electron with an amplitude equal to the imaginary part. Other singularities are destroyed on the same principle. But this is my opinion, it can meet the opposition. Unfortunately, this idea of destroying a singularity only works if space is real. If the space is complex, then the coincidence of the values of the real and imaginary parts of the event is inconceivable, but possible. For this, the space must become imaginary, which must be excluded. In order for the damping or growth of the solution to be impossible, the phase of the complex coordinates must be constant.

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