Add to ORKGSequence rotation consists of a circular shift of the sequence’s elements by a given number of positions. We present the four classic algorithms to rotate a sequence; the loop invariants underlying their correctness; detailed correctness proofs; and fully annotated versions for the Boogie verifier. The presentation il-lustrates in detail both how the algorithms work and what it takes to carry out mechanized proofs of their correctness. 1 ar X i
The correctness of an in-place permutation algorithm is proved. The algorithm exchanges elements bel...
An algorithm is presented for online learning of rotations. The proposed algorithm involves matrix e...
Similar to verifiable shuffling (mixing), we consider the problem of verifiable rotating a given lis...
This paper explains a calculational design technique for fine-grained parallel programs by means of ...
[[abstract]]In this paper, we consider a transformation on binary trees using new types of rotations...
[[abstract]]In this paper, we consider a transformation on binary trees using new types of rotations...
This paper explains a calculational design technique for fine-grained parallel programs by means of ...
Altres ajuts: Acord transformatiu CRUE-CSICIn this article we present an efficient algorithm to comp...
AbstractIn this paper, we consider a transformation on binary trees using new types of rotations. Ea...
There are four main parameterizations of the rotation group SO(3). Two of them (rotation angle and a...
This Thesis is brought to you for free and open access by BYU ScholarsArchive. It has been accepted ...
We consider the problem of robust rotation optimization in Structure from Motion applications. A nu...
This paper reviews recent progress in rotation invariant pattern recognition; the emphasis is on the...
A method is proposed for accurate evaluation of the rotation and the twist numbers of invariant circ...
Euler angles have been used to describe the orientation of objects in two-dimensional and three-dime...
The correctness of an in-place permutation algorithm is proved. The algorithm exchanges elements bel...
An algorithm is presented for online learning of rotations. The proposed algorithm involves matrix e...
Similar to verifiable shuffling (mixing), we consider the problem of verifiable rotating a given lis...
This paper explains a calculational design technique for fine-grained parallel programs by means of ...
[[abstract]]In this paper, we consider a transformation on binary trees using new types of rotations...
[[abstract]]In this paper, we consider a transformation on binary trees using new types of rotations...
This paper explains a calculational design technique for fine-grained parallel programs by means of ...
Altres ajuts: Acord transformatiu CRUE-CSICIn this article we present an efficient algorithm to comp...
AbstractIn this paper, we consider a transformation on binary trees using new types of rotations. Ea...
There are four main parameterizations of the rotation group SO(3). Two of them (rotation angle and a...
This Thesis is brought to you for free and open access by BYU ScholarsArchive. It has been accepted ...
We consider the problem of robust rotation optimization in Structure from Motion applications. A nu...
This paper reviews recent progress in rotation invariant pattern recognition; the emphasis is on the...
A method is proposed for accurate evaluation of the rotation and the twist numbers of invariant circ...
Euler angles have been used to describe the orientation of objects in two-dimensional and three-dime...
The correctness of an in-place permutation algorithm is proved. The algorithm exchanges elements bel...
An algorithm is presented for online learning of rotations. The proposed algorithm involves matrix e...
Similar to verifiable shuffling (mixing), we consider the problem of verifiable rotating a given lis...