|
1. |
OPTIMAL PARALLEL PREPROCESSING ALGORITHMS FOR TESTING WEAK VISIBILITY OF POLYGONS FROM SEGMENTS |
|
Parallel Algorithms and Applications,
Volume 1,
Issue 2,
1993,
Page 83-98
F. R. HSU,
R. C. CHANG,
R. C. T. LEE,
Preview
|
PDF (343KB)
|
|
摘要:
For ann-gonP, we sayPis weakly visible from segmentsif any point onPis visible from at least one point of the segment. In this paper, we present an optimal preprocessing algorithm which runs inO(logn)time usingO(n) processors under the concurrent read exclusive write parallel random access machine model such that after preprocessing, it takes O(logn) time to test ifPis weakly visible from a given segment using a single processor.
ISSN:1063-7192
DOI:10.1080/10637199308915433
出版商:Taylor & Francis Group
年代:1993
数据来源: Taylor
|
2. |
A SYSTOLIC ARCHITECTURE FOR CAPON'S DIRECTIONS-OF-ARRIVAL (DOA) ESTIMATION METHOD |
|
Parallel Algorithms and Applications,
Volume 1,
Issue 2,
1993,
Page 99-114
C. R. WAN,
D. J. EVANS,
Preview
|
PDF (199KB)
|
|
摘要:
In this paper, a systolic array architecture is designed for the parallel implementation of Capon's direction-of-arrival estimation method in array signal processing. The architecture uses the QR decomposition on the data matrix to compute Capon's angular spectrum. The systolic array employsN(N + l)/2 + Nprocessing elements (PEs). The sampling data and the steering vector enter into the systolic array while the angular spectra flow out of the systolic array. The parallel algorithm is simulated by the parallel programming language OCCAM 2 in a single transputer system. The architecture is very efficient with a nigh degree of parallelism.
ISSN:1063-7192
DOI:10.1080/10637199308915434
出版商:Taylor & Francis Group
年代:1993
数据来源: Taylor
|
3. |
AN OPTIMAL PARALLEL ALGORITHM FOR FINDING THE SMALLEST ENCLOSING TRIANGLE ON A MESH-CONNECTED COMPUTER* |
|
Parallel Algorithms and Applications,
Volume 1,
Issue 2,
1993,
Page 115-126
JUNG-JU CHOI,
CHANG-SUNG JEONG,
MYUNG-SOO KIM,
Preview
|
PDF (204KB)
|
|
摘要:
In this paper, we consider the problem of finding the smallest triangle circumscribing a convex polygon withnedges. We show that this can be done inO( √n)time by efficient data partition schemes and proper set mapping and comparison operations using the so-called√n-decomposition technique. Since the nontrivial operation on mesh-connected computers requiresΩ(,√n), the time complexity is optimal within a constant time factor.
ISSN:1063-7192
DOI:10.1080/10637199308915435
出版商:Taylor & Francis Group
年代:1993
数据来源: Taylor
|
4. |
THE DERIVATION OF UNIFORM RECURRENCE EQUATIONS FOR THE KNAPSACK PROBLEM |
|
Parallel Algorithms and Applications,
Volume 1,
Issue 2,
1993,
Page 127-140
G. M. MEGSON,
Preview
|
PDF (221KB)
|
|
摘要:
A mapping procedure for synthesizing uniform recurrence equations from the dynamic programming formulation of the knapsack problem is proposed. Two new systolic arrays are synthesized from the systems of recurrence equations produced. One of these arrays is optimal with respect to both speedup and efficiency and requiresO( nb/q + n − n/q)time andO( q[wmax/2]) processors, wherebis the knapsack capacity,nis the number of items,wmaxis the maximum weight taken over all items, andq > 0 is an arbitrary chosen design parameter.
ISSN:1063-7192
DOI:10.1080/10637199308915436
出版商:Taylor & Francis Group
年代:1993
数据来源: Taylor
|
5. |
BOUNDS ON BLOCK DIAGONAL PRECONDITIONING |
|
Parallel Algorithms and Applications,
Volume 1,
Issue 2,
1993,
Page 141-164
MARKYAN-MING CHANG,
MARTINH. SCHULTZ,
Preview
|
PDF (302KB)
|
|
摘要:
We consider the preconditioned conjugate gradient (PCG) method for solving the linear equations derived from difference approximations to the Laplace operator on 1D line, 2D square or 3D cube domains. If the preconditioner is a block diagonal matrix obtained from cutting the original domain by lines or planes, we can End an upper bound for the condition number of the preconditioned system. For several different parallel machine models, we derive the optimal number of processors to achieve the best asymptotic run time.
ISSN:1063-7192
DOI:10.1080/10637199308915437
出版商:Taylor & Francis Group
年代:1993
数据来源: Taylor
|
|