In this work, we continue the examination of the role non-adaptivity} plays in maintaining dynamic data structures, initiated by Brody and Larsen [BL15].. We consider nonadaptive data structures for predecessor search in the w-bit cell probe model. Predecessor search is one of the most well-studied data structure problems. For this problem, using non-adaptivity comes at a steep price. We provide exponential cell probe complexity separations between (i) adaptive and non-adaptive data structures and (ii) non-adaptive and memoryless data structures for predecessor search
Limits of Data Structures, Communication, and Cards - Abstract In this thesis, we study several aspe...
AbstractWe obtain matching upper and lower bounds for the amount of time to find the predecessor of ...
We consider dynamic data structures in which updates rebuild a static solution. Space bounds for per...
In this work, we continue the examination of the role non-adaptivity} plays in maintaining dynamic d...
In this work, we continue the examination of the role non-adaptivity plays in maintaining dynamic da...
In this work, we continue the examination of the role non-adaptivity plays in maintaining dynamic da...
In this work, we continue the examination of the role non-adaptivity plays in maintaining dynamic da...
We initiate the study of lower bounds for the median problem in the cell probe model. The algorithmi...
In this paper, we study the role non-adaptivity plays in maintaining dynamic data struc-tures. Rough...
AbstractWe consider a fundamental problem in data structures, static predecessor searching: Given a ...
AbstractThis work present several advances in the understanding of dynamic data structures in the bi...
We present highly optimized data structures for the dynamic predecessor problem, where the task is t...
Abstract The cell probe model is a general, combinatorial model of data structures. We give a survey...
We study the complexity of the dynamic partial sum problem in the cell-probe model. We give the mode...
Abstract We introduce new models for dynamic computation based on the cell probe model of Fredman an...
Limits of Data Structures, Communication, and Cards - Abstract In this thesis, we study several aspe...
AbstractWe obtain matching upper and lower bounds for the amount of time to find the predecessor of ...
We consider dynamic data structures in which updates rebuild a static solution. Space bounds for per...
In this work, we continue the examination of the role non-adaptivity} plays in maintaining dynamic d...
In this work, we continue the examination of the role non-adaptivity plays in maintaining dynamic da...
In this work, we continue the examination of the role non-adaptivity plays in maintaining dynamic da...
In this work, we continue the examination of the role non-adaptivity plays in maintaining dynamic da...
We initiate the study of lower bounds for the median problem in the cell probe model. The algorithmi...
In this paper, we study the role non-adaptivity plays in maintaining dynamic data struc-tures. Rough...
AbstractWe consider a fundamental problem in data structures, static predecessor searching: Given a ...
AbstractThis work present several advances in the understanding of dynamic data structures in the bi...
We present highly optimized data structures for the dynamic predecessor problem, where the task is t...
Abstract The cell probe model is a general, combinatorial model of data structures. We give a survey...
We study the complexity of the dynamic partial sum problem in the cell-probe model. We give the mode...
Abstract We introduce new models for dynamic computation based on the cell probe model of Fredman an...
Limits of Data Structures, Communication, and Cards - Abstract In this thesis, we study several aspe...
AbstractWe obtain matching upper and lower bounds for the amount of time to find the predecessor of ...
We consider dynamic data structures in which updates rebuild a static solution. Space bounds for per...
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