The Experts below are selected from a list of 15009 Experts worldwide ranked by ideXlab platform

A Rinscheid - One of the best experts on this subject based on the ideXlab platform.

  • voice conversion based on Topological Feature maps and time variant filtering
    International Conference on Spoken Language Processing, 1996
    Co-Authors: A Rinscheid
    Abstract:

    Presents a new voice conversion algorithm. This algorithm allows voices to be adapted using a small amount of adaptation data. Only a few short adaptation units (phonemes or short words) are needed. The voice conversion is performed using a time-variant digital filter, Topological Feature maps and a map of filter coefficients. The filter coefficients of the time-variant filter are selected by the Feature map depending on the short-time spectrum. The spectral envelope of the input signal is modified by a time-variant filter using the selected coefficients.

  • ICSLP - Voice conversion based on Topological Feature maps and time-variant filtering
    Proceeding of Fourth International Conference on Spoken Language Processing. ICSLP '96, 1996
    Co-Authors: A Rinscheid
    Abstract:

    Presents a new voice conversion algorithm. This algorithm allows voices to be adapted using a small amount of adaptation data. Only a few short adaptation units (phonemes or short words) are needed. The voice conversion is performed using a time-variant digital filter, Topological Feature maps and a map of filter coefficients. The filter coefficients of the time-variant filter are selected by the Feature map depending on the short-time spectrum. The spectral envelope of the input signal is modified by a time-variant filter using the selected coefficients.

Jiqing Wang - One of the best experts on this subject based on the ideXlab platform.

  • proximity exchange induced gap opening and Topological Feature in graphene 1t mx2 m mo w x s se te dirac heterostructures
    Journal of Physics: Condensed Matter, 2018
    Co-Authors: Changsheng Song, Wen Xiao, Ping Lin, Jingjing Wang, Jiaqi Pan, Can Cui, Jiqing Wang
    Abstract:

    By using first-principles calculations, we demonstrate the influence of proximity effect on the band structures of heterostructures formed by graphene stacking on a two dimensional (2D) Topological insulator (TI) 1T'-MX2. The interlayer distance d between graphene and TI decreases with the enhancement of the intrinsic lattice anisotropy of 1T'-MX2, which determines different strength of the interlayer proximity interaction. The bandgap can be opened by the proximity exchange. The weak anisotropic symmetry of heterostructure (large d) only results in a small band gap (∼50 meV) in graphene/MoTe2. However, a large energy gap (up to  ∼200 meV) can be obtained in graphene/MoS2, which is attributed to the inter-intralayer charge transfer due to the strong proximity interaction of the hetero-interface (small d). In addition, the 1T'-MX2 of heterostructure still possesses the Topological Feature of Z 2  =  1, since the graphene has a negligible effect on the band structure of the system.

  • Proximity exchange induced gap opening and Topological Feature in graphene/1T'-MX2 (M = Mo,W; X = S,Se,Te) Dirac heterostructures.
    Journal of Physics: Condensed Matter, 2018
    Co-Authors: Changsheng Song, Wen Xiao, Ping Lin, Jingjing Wang, Jiaqi Pan, Can Cui, Jiqing Wang
    Abstract:

    By using first-principles calculations, we demonstrate the influence of proximity effect on the band structures of heterostructures formed by graphene stacking on a two dimensional (2D) Topological insulator (TI) 1T'-MX2. The interlayer distance d between graphene and TI decreases with the enhancement of the intrinsic lattice anisotropy of 1T'-MX2, which determines different strength of the interlayer proximity interaction. The bandgap can be opened by the proximity exchange. The weak anisotropic symmetry of heterostructure (large d) only results in a small band gap (∼50 meV) in graphene/MoTe2. However, a large energy gap (up to  ∼200 meV) can be obtained in graphene/MoS2, which is attributed to the inter-intralayer charge transfer due to the strong proximity interaction of the hetero-interface (small d). In addition, the 1T'-MX2 of heterostructure still possesses the Topological Feature of Z 2  =  1, since the graphene has a negligible effect on the band structure of the system.

Changsheng Song - One of the best experts on this subject based on the ideXlab platform.

  • proximity exchange induced gap opening and Topological Feature in graphene 1t mx2 m mo w x s se te dirac heterostructures
    Journal of Physics: Condensed Matter, 2018
    Co-Authors: Changsheng Song, Wen Xiao, Ping Lin, Jingjing Wang, Jiaqi Pan, Can Cui, Jiqing Wang
    Abstract:

    By using first-principles calculations, we demonstrate the influence of proximity effect on the band structures of heterostructures formed by graphene stacking on a two dimensional (2D) Topological insulator (TI) 1T'-MX2. The interlayer distance d between graphene and TI decreases with the enhancement of the intrinsic lattice anisotropy of 1T'-MX2, which determines different strength of the interlayer proximity interaction. The bandgap can be opened by the proximity exchange. The weak anisotropic symmetry of heterostructure (large d) only results in a small band gap (∼50 meV) in graphene/MoTe2. However, a large energy gap (up to  ∼200 meV) can be obtained in graphene/MoS2, which is attributed to the inter-intralayer charge transfer due to the strong proximity interaction of the hetero-interface (small d). In addition, the 1T'-MX2 of heterostructure still possesses the Topological Feature of Z 2  =  1, since the graphene has a negligible effect on the band structure of the system.

  • Proximity exchange induced gap opening and Topological Feature in graphene/1T'-MX2 (M = Mo,W; X = S,Se,Te) Dirac heterostructures.
    Journal of Physics: Condensed Matter, 2018
    Co-Authors: Changsheng Song, Wen Xiao, Ping Lin, Jingjing Wang, Jiaqi Pan, Can Cui, Jiqing Wang
    Abstract:

    By using first-principles calculations, we demonstrate the influence of proximity effect on the band structures of heterostructures formed by graphene stacking on a two dimensional (2D) Topological insulator (TI) 1T'-MX2. The interlayer distance d between graphene and TI decreases with the enhancement of the intrinsic lattice anisotropy of 1T'-MX2, which determines different strength of the interlayer proximity interaction. The bandgap can be opened by the proximity exchange. The weak anisotropic symmetry of heterostructure (large d) only results in a small band gap (∼50 meV) in graphene/MoTe2. However, a large energy gap (up to  ∼200 meV) can be obtained in graphene/MoS2, which is attributed to the inter-intralayer charge transfer due to the strong proximity interaction of the hetero-interface (small d). In addition, the 1T'-MX2 of heterostructure still possesses the Topological Feature of Z 2  =  1, since the graphene has a negligible effect on the band structure of the system.

Wen Xiao - One of the best experts on this subject based on the ideXlab platform.

  • proximity exchange induced gap opening and Topological Feature in graphene 1t mx2 m mo w x s se te dirac heterostructures
    Journal of Physics: Condensed Matter, 2018
    Co-Authors: Changsheng Song, Wen Xiao, Ping Lin, Jingjing Wang, Jiaqi Pan, Can Cui, Jiqing Wang
    Abstract:

    By using first-principles calculations, we demonstrate the influence of proximity effect on the band structures of heterostructures formed by graphene stacking on a two dimensional (2D) Topological insulator (TI) 1T'-MX2. The interlayer distance d between graphene and TI decreases with the enhancement of the intrinsic lattice anisotropy of 1T'-MX2, which determines different strength of the interlayer proximity interaction. The bandgap can be opened by the proximity exchange. The weak anisotropic symmetry of heterostructure (large d) only results in a small band gap (∼50 meV) in graphene/MoTe2. However, a large energy gap (up to  ∼200 meV) can be obtained in graphene/MoS2, which is attributed to the inter-intralayer charge transfer due to the strong proximity interaction of the hetero-interface (small d). In addition, the 1T'-MX2 of heterostructure still possesses the Topological Feature of Z 2  =  1, since the graphene has a negligible effect on the band structure of the system.

  • Proximity exchange induced gap opening and Topological Feature in graphene/1T'-MX2 (M = Mo,W; X = S,Se,Te) Dirac heterostructures.
    Journal of Physics: Condensed Matter, 2018
    Co-Authors: Changsheng Song, Wen Xiao, Ping Lin, Jingjing Wang, Jiaqi Pan, Can Cui, Jiqing Wang
    Abstract:

    By using first-principles calculations, we demonstrate the influence of proximity effect on the band structures of heterostructures formed by graphene stacking on a two dimensional (2D) Topological insulator (TI) 1T'-MX2. The interlayer distance d between graphene and TI decreases with the enhancement of the intrinsic lattice anisotropy of 1T'-MX2, which determines different strength of the interlayer proximity interaction. The bandgap can be opened by the proximity exchange. The weak anisotropic symmetry of heterostructure (large d) only results in a small band gap (∼50 meV) in graphene/MoTe2. However, a large energy gap (up to  ∼200 meV) can be obtained in graphene/MoS2, which is attributed to the inter-intralayer charge transfer due to the strong proximity interaction of the hetero-interface (small d). In addition, the 1T'-MX2 of heterostructure still possesses the Topological Feature of Z 2  =  1, since the graphene has a negligible effect on the band structure of the system.

Ping Lin - One of the best experts on this subject based on the ideXlab platform.

  • proximity exchange induced gap opening and Topological Feature in graphene 1t mx2 m mo w x s se te dirac heterostructures
    Journal of Physics: Condensed Matter, 2018
    Co-Authors: Changsheng Song, Wen Xiao, Ping Lin, Jingjing Wang, Jiaqi Pan, Can Cui, Jiqing Wang
    Abstract:

    By using first-principles calculations, we demonstrate the influence of proximity effect on the band structures of heterostructures formed by graphene stacking on a two dimensional (2D) Topological insulator (TI) 1T'-MX2. The interlayer distance d between graphene and TI decreases with the enhancement of the intrinsic lattice anisotropy of 1T'-MX2, which determines different strength of the interlayer proximity interaction. The bandgap can be opened by the proximity exchange. The weak anisotropic symmetry of heterostructure (large d) only results in a small band gap (∼50 meV) in graphene/MoTe2. However, a large energy gap (up to  ∼200 meV) can be obtained in graphene/MoS2, which is attributed to the inter-intralayer charge transfer due to the strong proximity interaction of the hetero-interface (small d). In addition, the 1T'-MX2 of heterostructure still possesses the Topological Feature of Z 2  =  1, since the graphene has a negligible effect on the band structure of the system.

  • Proximity exchange induced gap opening and Topological Feature in graphene/1T'-MX2 (M = Mo,W; X = S,Se,Te) Dirac heterostructures.
    Journal of Physics: Condensed Matter, 2018
    Co-Authors: Changsheng Song, Wen Xiao, Ping Lin, Jingjing Wang, Jiaqi Pan, Can Cui, Jiqing Wang
    Abstract:

    By using first-principles calculations, we demonstrate the influence of proximity effect on the band structures of heterostructures formed by graphene stacking on a two dimensional (2D) Topological insulator (TI) 1T'-MX2. The interlayer distance d between graphene and TI decreases with the enhancement of the intrinsic lattice anisotropy of 1T'-MX2, which determines different strength of the interlayer proximity interaction. The bandgap can be opened by the proximity exchange. The weak anisotropic symmetry of heterostructure (large d) only results in a small band gap (∼50 meV) in graphene/MoTe2. However, a large energy gap (up to  ∼200 meV) can be obtained in graphene/MoS2, which is attributed to the inter-intralayer charge transfer due to the strong proximity interaction of the hetero-interface (small d). In addition, the 1T'-MX2 of heterostructure still possesses the Topological Feature of Z 2  =  1, since the graphene has a negligible effect on the band structure of the system.