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Kervaire, Milnor: Groups of homotopy spheres II.

In the introduction to part I, they write:

"More detailed information about these groups will be given in Part II. For example, for $n = 1, 2, 3, \ldots, 18§18$, it will be shown that the order of the group $\theta_n$ is respectively:" (a table follows). Similar remarks are scattered throughout the text.

The details have been written down by other people and it must be said that part I contains the much more complicated arguments.

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Kervaire, Milnor: Groups of homotopy spheres II.

In the introduction to part I, they write:

"More detailed information about these groups will be given in Part II. For example, for $n = 1, 2, 3, \ldots, 18§, it will be shown that the order of the group $\theta_n$ is respectively:" (a table follows). Similar remarks are scattered throughout the text.

The details have been written down by other people and it must be said that part I contains the much more complicated arguments.