Description:
References of class forms of \(AC\)
Content:
Since most class forms of \(AC\) are not consequences of Form 1 \((AC)\) we are not including class forms of \(AC\) in this project. A summary of what is known about class forms of \(AC\) can be found in H. Rubin/J. Rubin [1985], p. 185. Also see Felgner/Flannagan [1978], Felgner [1971c] and Felgner [1976], Flannagan [1974], Fleischer [1973], Harper/Rubin [1976], part II and Howard/A. Rubin/J. Rubin [1978].
Howard-Rubin number: 63
Type: Reference summary
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