IP Library Granted Patent US 10,679,138
Granted Patent B2
US 10,679,138 · App. 15/632,109 · Granted Jun 9, 2020

Topological qubit fusion

Inventors: Michael H. Freedman (Santa Barbara, CA); Zhenghan Wang (Goleta, CA); Roman M. Lutchyn (Santa Barbara, CA); Chetan Nayak (Santa Monica, CA); Parsa Bonderson (Santa Barbara, CA)
Assignee: Microsoft Technology Licensing, LLC
G06N10/00B82Y10/00H01L39/228H04W99/00
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Quick Facts
Patent No.
US 10,679,138
App. No.
15/632,109
Granted
Jun 9, 2020
Kind
B2
Abstract

A fusion outcome quasiparticle may be trapped in a potential well of a topological segment. The fusion outcome quasiparticle may be the product of fusion of a first quasiparticle and a second quasiparticle, where the first and the second quasiparticles are localized at ends of a topological segment. The potential well having the fusion outcome quasiparticle trapped therein and a third quasiparticle may be moved relative to each other such that the potential well and the third quasiparticle are brought toward each other. The quasiparticles may be Majorana modes of a nanowire.

Claims (211)

1. A quantum computing device, comprising:

at least one nanowire with at least a first topological wire segment defining non-Abelian quasiparticles associated with a first qubit and a second topological wire segment defining non-Abelian quasiparticles associated with a second qubit; and

at least one gate configured to:

selectively induce changes of phase, from topological to nontopological and vice-versa, in the at least one nanowire and induce a potential well in the nanowire that traps a non-Abelian fusion quasiparticle produced by fusing first non-Abelian quasiparticles associated with the first qubit and the second qubit; and

fuse the trapped non-Abelian fusion quasiparticle with a second non-Abelian quasiparticle associated with either the first qubit or the second qubit to produce a non-Abelian fusion outcome quasiparticle associated with a qubit produced by the fusing.

2. The quantum computing device of claim 1 , wherein the at least one nanowire comprises a Majorana wire.

3. The quantum computing device of claim 1 , wherein the at least one gate is configured to cause relative motion of the potential well such that the potential well and the second end of the first topological wire segment are brought towards each other.

4. The quantum computing device of claim 1 , wherein at least one gate is further configured to cause the potential well to brought towards the first topological wire segment.

5. The quantum computing device of claim 1 , further comprising:

a measurement device for measuring the non-Abelian fusion outcome quasiparticle.

6. The quantum computing device of claim 1 , wherein the first qubit comprises first and second non-Abelian quasiparticles, and the second qubit comprises third, fourth, and fifth non-Abelian quasiparticles.

7. The quantum computing device of claim 1 , wherein the at least one nanowire includes a nontopological segment situated between topological segments associated with the first qubit and the second qubit.

8. The quantum computing device of claim 1 , wherein the first qubit is associated with a first encoding and the second qubit is associated with a second encoding, and the fusion quasiparticle has a quasiparticle encoding based on the first encoding and the second encoding.

9. The quantum computing device of claim 8 , the encoding of the first qubit or the second qubit is selected so that the produced qubit corresponds to application of a phase gate on a computational qubit.

10. The quantum computing device of claim 8 , wherein the first encoding corresponds to a state |Ψ A =α 0 |0 +α 1 |1 of the first qubit and the second encoding corresponds to a state |Ψ B )=β 0 |0 +β 1 |1 of the second qubit and the encoding based on the first encoding and the second encoding and produced by fusion is associated with a state |Ψ which is one of:

α

0

[

β

0

+

(

-

1

)

N

xy

β

1

]

0

+

α

1

[

β

0

-

(

-

1

)

N

xy

β

1

]

1

α

0

[

β

0

+

(

-

1

)

N

xy

β

1

]

2

+

α

1

[

β

0

-

(

-

1

)

N

xy

β

1

]

2

and

[

α

0

β

0

+

(

-

1

)

N

xy

α

1

β

1

]

0

+

[

α

1

β

0

+

(

-

1

)

N

xy

α

0

β

1

]

1

[

α

0

β

0

+

(

-

1

)

N

xy

α

1

β

1

]

2

+

[

α

1

β

0

+

(

-

1

)

N

xy

α

0

β

1

]

2

wherein N xy is a fermion parity associated with the fusion outcome.

11. The quantum computing device of claim 8 , wherein the first topological wire segment is a Majorana wire.

12. A quantum computing method, comprising:

in at least one nanowire, defining non-Abelian quasiparticles associated with a first qubit with at least a first topological wire segment and defining non-Abelian quasiparticles associated with a second qubit with a second topological wire segment;

with at least one gate:

selectively inducing changes of phase, from topological to nontopological and vice-versa, in the at least one nanowire and induce a potential well in the nanowire that traps a non-Abelian fusion quasiparticle produced by fusing first non-Abelian quasiparticles associated with the first qubit and the second qubit; and

fusing the trapped non-Abelian fusion quasiparticle with a second non-Abelian quasiparticle associated with either the first qubit or the second qubit to produce a non-Abelian fusion outcome quasiparticle associated with a qubit produced by the fusing.

13. The quantum computing method of claim 12 , wherein the at least one nanowire comprises a Majorana wire.

14. The quantum computing method of claim 12 , wherein the at least one gate is configured to cause relative motion of the potential well such that the potential well and the second end of the first topological wire segment are brought towards each other.

15. The quantum computing method of claim 12 , wherein at least one gate is further configured to cause the potential well to brought towards the first topological wire segment.

16. The quantum computing method of claim 12 , further comprising measuring the non-Abelian fusion outcome quasiparticle.

17. The quantum computing method of claim 12 , wherein the first qubit comprises first and second non-Abelian quasiparticles, and the second qubit comprises third, fourth, and fifth non-Abelian quasiparticles.

18. The quantum computing method of claim 12 , wherein the at least one nanowire includes a nontopological segment situated between topological segments associated with the first qubit and the second qubit.

Assignments (2)
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Jun 28, 2017
From: MICROSOFT CORPORATION
To: MICROSOFT TECHNOLOGY LICENSING, LLC
Reel/Frame 042854/0609 →
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Jun 23, 2017
From: FREEDMAN, MICHAEL H.; WANG, ZHENGHAN; LUTCHYN, ROMAN M.; NAYAK, CHETAN; BONDERSON, PARSA
To: MICROSOFT CORPORATION
Reel/Frame 042981/0638 →
Continuity (3)
Division 13957268 · Aug 1, 2013
Provisional Application 61761125 · Feb 5, 2013
Related Publication 20170293854A1 · Oct 12, 2017