Span programs are a model of computation that have been used to design quantum algorithms, mainly in the query model. It is known that for any decision problem, there exists a span program that leads to an algorithm with optimal quantum query complexity, however finding such an algorithm is generally challenging. We consider new ways of designing quantum algorithms using span programs. We show how any span program that decides a function f can also be used to decide “threshold” versions of the function f, or more generally, approximate a quantity called the span program witness size, wh
Quantum computing algorithms are considered for several problems in graph theory. Classical algorith...
© 2018, Springer Nature Switzerland AG. Automata and branching programs are known models of computat...
This thesis studies strengths and weaknesses of quantum computers. In the first part we present thre...
Span programs are a model of computation that have been used to design quantum algorithms, mainly in...
Span programs are a model of computation that have been used to design quantum algorithms, mainly in...
Span programs are an important model of quantum computation due to their tight correspondence with q...
While quantum computers hold the promise of significant computational speedups, the limited size of ...
While quantum computers hold the promise of significant computational speedups, the limited size of ...
Čaulu programma ir lineāri algebrisks skaitļošanas modelis, ar kura palīdzību var konstruēt programm...
Span program is a linear-algebraic model of computation originally proposed for studying the complex...
Over the last decade, a large number of quantum algorithms have been discovered that outperform thei...
We give a quantum algorithm for evaluating formulas over an extended gate set, including all two- an...
Čaulu programma ir skaitļošanas modelis, kas balstās un lineāro algebru un kura ietvaros var veidot ...
An important family of span programs, st-connectivity span programs, have been used to design quantu...
An important family of span programs, st-connectivity span programs, have been used to design quantu...
Quantum computing algorithms are considered for several problems in graph theory. Classical algorith...
© 2018, Springer Nature Switzerland AG. Automata and branching programs are known models of computat...
This thesis studies strengths and weaknesses of quantum computers. In the first part we present thre...
Span programs are a model of computation that have been used to design quantum algorithms, mainly in...
Span programs are a model of computation that have been used to design quantum algorithms, mainly in...
Span programs are an important model of quantum computation due to their tight correspondence with q...
While quantum computers hold the promise of significant computational speedups, the limited size of ...
While quantum computers hold the promise of significant computational speedups, the limited size of ...
Čaulu programma ir lineāri algebrisks skaitļošanas modelis, ar kura palīdzību var konstruēt programm...
Span program is a linear-algebraic model of computation originally proposed for studying the complex...
Over the last decade, a large number of quantum algorithms have been discovered that outperform thei...
We give a quantum algorithm for evaluating formulas over an extended gate set, including all two- an...
Čaulu programma ir skaitļošanas modelis, kas balstās un lineāro algebru un kura ietvaros var veidot ...
An important family of span programs, st-connectivity span programs, have been used to design quantu...
An important family of span programs, st-connectivity span programs, have been used to design quantu...
Quantum computing algorithms are considered for several problems in graph theory. Classical algorith...
© 2018, Springer Nature Switzerland AG. Automata and branching programs are known models of computat...
This thesis studies strengths and weaknesses of quantum computers. In the first part we present thre...