composite order


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Related to composite order: Corinthian order, Classical orders

composite order:

see Corinthian orderCorinthian order,
most ornate of the classic orders of architecture. It was also the latest, not arriving at full development until the middle of the 4th cent. B.C. The oldest known example, however, is found in the temple of Apollo at Bassae (c.420 B.C.).
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Composite order

One of the five classical orders; a Roman elaboration of the Corinthian order; the acanthus leaves of its capitals are combined with the large volutes of the Ionic order and set on the diagonal in plan view.

Composite order

Composite order
In Classical architecture, one of the five Classical orders; combines characteristics of both the Corinthian and Ionic orders; similar to the Corinthian order, but much more embellished. The capital consists of volutes borrowed, with modifications, from the Ionic capital; the circle of acanthus leaves applied to the capital is borrowed from the Corinthian capital. See illustration under bases for an example of a base of the Composite order.
References in periodicals archive ?
Assumption 1 : Given a bilinear group of composite order (N, G, [G.
Assumption 2: Given a bilinear group of composite order (N, G, [G.
Assumption 3: Given a bilinear group of composite order (N, G, [G.
We construct our ASBS in a bilinear group of composite order (N, G, [G.
Our construction relies on a bilinear group of composite order.
For the efficiency of anonymous HIBE, it is better to use prime order bilinear groups and have constant size ciphertexts than to use composite order bilinear groups and have linear size ciphertexts.
The detailed information of composite order bilinear groups and prime order symmetric bilinear groups is summarized in Table 2.
6 times faster than the one in composite order groups.
The detailed information of bilinear groups Bilinear Group Security Group Order [absolute value of G] Composite Order 80 bits 1024 bits 1024 bits Prime Order 80 bits 160 bits 512 bits Bilinear Group [absolute value of G] [T.

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