### Table 1: The primes of special forms

"... In PAGE 4: ... If jE(Fp)j = p, then its quadratic twist has p + 2 Fp-points. See Table1 for the list of integers D, the corresponding j-invariants of the curves whose complex multiplications are the maximal order in Q(p D), and the forms of the primes p such that at least one of the isomorphic classes of the curves has exactly p Fp-points. If p has one of the special forms in Table 1, we can easily construct an elliptic curve E=Fp with exactly p Fp-points.... In PAGE 4: ... See Table 1 for the list of integers D, the corresponding j-invariants of the curves whose complex multiplications are the maximal order in Q(p D), and the forms of the primes p such that at least one of the isomorphic classes of the curves has exactly p Fp-points. If p has one of the special forms in Table1 , we can easily construct an elliptic curve E=Fp with exactly p Fp-points. See [10] for the algorithm to decide the right isomorphic classes.... ..."

### Table 1: The primes of special forms

"... In PAGE 6: ... First we consider the curves de ned over Q. See Table1 for the list of integers D, the corresponding j-invariants of the curves whose complex multiplications are the maximal order in Q(p D), and the forms of the primes p such that at least one of the isomorphic classes of the curves has exactly p Fp-points. If p has one of the special forms in Table 1, we can easily construct an elliptic curve E=Fp with exactly p Fp-points.... In PAGE 6: ... See Table 1 for the list of integers D, the corresponding j-invariants of the curves whose complex multiplications are the maximal order in Q(p D), and the forms of the primes p such that at least one of the isomorphic classes of the curves has exactly p Fp-points. If p has one of the special forms in Table1 , we can easily construct an elliptic curve E=Fp with exactly p Fp-points. See [14] for the algorithm to decide the right isomorphic classes.... ..."

### Table 3.1: CALisp special form names.

2005

Cited by 8

### Table 2: Indexing cost measures for special forms of array redistribution.

### Table 2: Indexing cost measures for special forms of array redistribution.

### Table 2: Indexing cost measures for special forms of array redistribution. Array Redistribution # Send Sections # Recv Sections

1994

Cited by 8

### Table 2: Indexing cost measures for special forms of array redistribution. Array Redistribution # Send Sections # Recv Sections

1994

Cited by 8

### Table 2.1: The `C special forms (T denotes a type).

### Table-understanding can be considered as a special case of form-understanding since the techniques

1992

Cited by 3