Browsing Historic Technical Reports by Issue Date
Now showing items 1-20 of 22
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Periodic solutions of differential equations containing a parameter
(The Johns Hopkins University, 1953-12-18) -
Families of periodic solutions of systems having relatively invariant line integrals
(The Johns Hopkins University, 1954-06-20) -
On the perturbation of a periodic solution when the variational system has non-trivial periodic solutions
(The Johns Hopkins University, 1955-01-20) -
On the role of first integrals in the perturbation of periodic solutions
(The Johns Hopkins University, 1955-04-01) -
Equivariant embeddings in euclidean space
(1957-03) -
On a conjecture of Montgomery
(1957-06) -
On the fundamental group of a homogeneous space
(1957-06) -
Extensions of representations of lie groups II
(1957-08) -
Recent work on families of periodic solutions of differential equations
(The Johns Hopkins University, 1959-06-30) -
On local and global properties of convex sets and hypersurfaces
(The Johns Hopkins University, 1959-11) -
On existence in the large of solutions of hyperbolic partial differential equations
(The Johns Hopkins University, 1960-07) -
A Study of Dynamic Load Balancing in a Distributed System
(Department of Computer Science, The Johns Hopkins University, 1985) -
Cascading Divide-and-Conquer: A Technique for Designing Parallel Algorithms
(Department of Computer Science, The Johns Hopkins University, 1988) -
A Note on the Computational Complexity of Symmetric Connectionist Networks
(Department of Computer Science, The Johns Hopkins University, 1988-01) -
Efficient Parallel Term Matching
(Department of Computer Science, The Johns Hopkins University, 1988-01) -
Algorithms for Computing the Center of Area of a Convex Polygon
(Department of Computer Science, The Johns Hopkins University, 1988-10-17) -
Locating Faults in a Constant Number of Parallel Testing Rounds (Preliminary Version)
(Department of Computer Science, The Johns Hopkins University, 1989) -
Some Results on the Computational Complexity of Symmetric Computational Networks
(Department of Computer Science, The Johns Hopkins University, 1989)