Search Results - "Kent, Thomas F"

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  1. 1

    Semiconductor Nanowire Light-Emitting Diodes Grown on Metal: A Direction Toward Large-Scale Fabrication of Nanowire Devices by Sarwar, ATM Golam, Carnevale, Santino D., Yang, Fan, Kent, Thomas F., Jamison, John J., McComb, David W., Myers, Roberto C.

    “…Bottom‐up nanowires are attractive for realizing semiconductor devices with extreme heterostructures because strain relaxation through the nanowire sidewalls…”
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  2. 2

    GdN Nanoisland-Based GaN Tunnel Junctions by Krishnamoorthy, Sriram, Kent, Thomas F, Yang, Jing, Park, Pil Sung, Myers, Roberto C, Rajan, Siddharth

    Published in Nano letters (12-06-2013)
    “…Tunnel junctions could have a great impact on gallium nitride and aluminum nitride-based devices such as light-emitting diodes and lasers by overcoming…”
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  3. 3

    Polarization-Induced pn Diodes in Wide-Band-Gap Nanowires with Ultraviolet Electroluminescence by Carnevale, Santino D, Kent, Thomas F, Phillips, Patrick J, Mills, Michael J, Rajan, Siddharth, Myers, Roberto C

    Published in Nano letters (08-02-2012)
    “…Almost all electronic devices utilize a pn junction formed by random doping of donor and acceptor impurity atoms. We developed a fundamentally new type of pn…”
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  4. 4

    Mixed Polarity in Polarization-Induced p–n Junction Nanowire Light-Emitting Diodes by Carnevale, Santino D, Kent, Thomas F, Phillips, Patrick J, Sarwar, A. T. M. G, Selcu, Camelia, Klie, Robert F, Myers, Roberto C

    Published in Nano letters (10-07-2013)
    “…Polarization-induced nanowire light emitting diodes (PINLEDs) are fabricated by grading the Al composition along the c-direction of AlGaN nanowires grown on Si…”
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    Tuning the polarization-induced free hole density in nanowires graded from GaN to AlN by Golam Sarwar, A. T. M., Carnevale, Santino D., Kent, Thomas F., Yang, Fan, McComb, David W., Myers, Roberto C.

    Published in Applied physics letters (19-01-2015)
    “…We report a systematic study of p-type polarization-induced doping in graded AlGaN nanowire light emitting diodes grown on silicon wafers by plasma-assisted…”
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  7. 7

    Molecular beam epitaxy of InN nanowires on Si by Golam Sarwar, A.T.M., Carnevale, Santino D., Kent, Thomas F., Laskar, Masihhur R., May, Brelon J., Myers, Roberto C.

    Published in Journal of crystal growth (15-10-2015)
    “…We report on a systematic growth study of the nucleation process of InN nanowires on Si(111) substrates using plasma assisted molecular beam epitaxy (PAMBE)…”
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  8. 8

    A note on the enumeration degrees of 1-generic sets by Badillo, Liliana, Bianchini, Caterina, Ganchev, Hristo, Kent, Thomas F., Sorbi, Andrea

    Published in Archive for mathematical logic (01-05-2016)
    “…We show that every nonzero Δ 2 0 enumeration degree bounds the enumeration degree of a 1-generic set. We also point out that the enumeration degrees of…”
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  9. 9

    Bounding nonsplitting enumeration degrees by Kent, Thomas F., Sorbi, Andrea

    Published in The Journal of symbolic logic (01-12-2007)
    “…We show that every nonzero $\Sigma _{2}^{0}$ enumeration degree bounds a nonsplitting nonzero enumeration degree…”
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  10. 10

    Branching in the -enumeration degrees: a new perspective by Affatato, Maria L., Kent, Thomas F., Sorbi, Andrea

    Published in Archive for mathematical logic (01-07-2008)
    “…We give an alternative and more informative proof that every incomplete -enumeration degree is the meet of two incomparable -degrees, which allows us to show…”
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  11. 11

    Self-assembled InN micro-mushrooms by upside-down pendeoepitaxy by Sarwar, A.T.M. Golam, Yang, Fan, Esser, Bryan D., Kent, Thomas F., McComb, David W., Myers, Roberto C.

    Published in Journal of crystal growth (01-06-2016)
    “…Self-assembly of hexagonal InN micro-mushrooms on Si (111) substrates by molecular beam epitaxy is reported. Scanning electron microscopy (SEM) reveals…”
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  12. 12

    INTERPRETING TRUE ARITHMETIC IN THE$\Delta _{2}^{0}\text{-ENUMERATION}$DEGREES by KENT, THOMAS F.

    Published in The Journal of symbolic logic (01-06-2010)
    “…We show that there is a first order sentence φ(x; a, b, l) such that for every computable partial order $\scr{P}$ and $\Delta _{2}^{0}\text{-degree}$ u > 0 e ,…”
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  13. 13

    Interpreting true arithmetic in the -enumeration degrees by Kent, Thomas F.

    Published in The Journal of symbolic logic (01-06-2010)
    “…We show that there is a first order sentence φ( x: a, b, l ) such that for every computable partial order and -degree u > 0 e , there are -enumeration degrees…”
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  14. 14

    The structure of the s -degrees contained within a single e -degree by Kent, Thomas F.

    Published in Annals of pure and applied logic (01-07-2009)
    “…For any enumeration degree a let D a s be the set of s -degrees contained in a . We answer an open question of Watson by showing that if a is a nontrivial Σ 2…”
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  15. 15

    Atomically sharp 318 nm Gd:AlGaN ultraviolet light emitting diodes on Si with low threshold voltage by Kent, Thomas F., Carnevale, Santino D., Myers, Roberto C.

    Published in Applied physics letters (20-05-2013)
    “…Self-assembled AlxGa1–xN polarization-induced nanowire light emitting diodes (PINLEDs) with Gd-doped AlN active regions are prepared by plasma-assisted…”
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  16. 16

    Interpreting true arithmetic in the Δ02-enumeration degrees by Kent, Thomas F

    Published in The Journal of symbolic logic (2010)
    “…We show that there is a first order sentence φ(x; a, b, l) such that for every computable partial order 𝒫 and Δ02-degree u > 0e, there are Δ02-enumeration…”
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    The Π 3 -theory of the -enumeration degrees is undecidable by Kent, Thomas F.

    Published in The Journal of symbolic logic (01-12-2006)
    “…We show that in the language of { ≤ }. the Π 3 -fragment of the first order theory of the -enumeration degrees is undecidable. We then extend this result to…”
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  19. 19

    The Π₃-Theory of the$\Sigma _{2}^{0}$-Enumeration Degrees Is Undecidable by Kent, Thomas F.

    Published in The Journal of symbolic logic (01-12-2006)
    “…We show that in the language of {≤}, the Π₃-fragment of the first order theory of the $\Sigma _{2}^{0}$-enumeration degrees is undecidable. We then extend this…”
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  20. 20

    Empty intervals in the enumeration degrees by Kent, Thomas F., Lewis, Andrew E.M., Sorbi, Andrea

    Published in Annals of pure and applied logic (01-05-2012)
    “…We construct a Π20 enumeration degree which is a strong minimal cover. ► There is a Π20 enumeration degree which is a strong minimal cover. ► This is the best…”
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