Search Results - Lardizabal, Carlos F.

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  1. 1
    One-dimensional continuous-time quantum Markov chains: qubit probabilities and measures

    One-dimensional continuous-time quantum Markov chains: qubit probabilities and measures by de la Iglesia, Manuel D, Lardizabal, Carlos F

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  2. 2
    Mean hitting times of quantum Markov chains in terms of generalized inverses

    Mean hitting times of quantum Markov chains in terms of generalized inverses by Lardizabal, Carlos F.

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  3. 3
    On a Class of Quantum Channels, Open Random Walks and Recurrence

    On a Class of Quantum Channels, Open Random Walks and Recurrence by Lardizabal, Carlos F., Souza, Rafael R.

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  4. 4
    Open Quantum Random Walks: Ergodicity, Hitting Times, Gambler’s Ruin and Potential Theory

    Open Quantum Random Walks: Ergodicity, Hitting Times, Gambler’s Ruin and Potential Theory by Lardizabal, Carlos F., Souza, Rafael R.

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  5. 5
    Open Quantum Random Walks on the Half-Line: The Karlin–McGregor Formula, Path Counting and Foster’s Theorem

    Open Quantum Random Walks on the Half-Line: The Karlin–McGregor Formula, Path Counting and Foster’s Theorem by Jacq, Thomas S., Lardizabal, Carlos F.

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  6. 6
    Site recurrence of open and unitary quantum walks on the line

    Site recurrence of open and unitary quantum walks on the line by Carvalho, Silas L., Guidi, Leonardo F., Lardizabal, Carlos F.

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  7. 7
    A quantization procedure based on completely positive maps and Markov operators

    A quantization procedure based on completely positive maps and Markov operators by Lardizabal, Carlos F.

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  8. 8
    Quantum Markov chains on the line: matrix orthogonal polynomials, spectral measures and their statistics

    Quantum Markov chains on the line: matrix orthogonal polynomials, spectral measures and their statistics by de la Iglesia, Manuel D., Lardizabal, Carlos F., Loebens, Newton

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  9. 9
    Mean hitting times of quantum Markov chains in terms of generalized inverses

    Mean hitting times of quantum Markov chains in terms of generalized inverses by Lardizabal, Carlos F

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  10. 10
    One-dimensional Continuous-Time Quantum Markov Chains: qubit probabilities and measures

    One-dimensional Continuous-Time Quantum Markov Chains: qubit probabilities and measures by Manuel D De la Iglesia, Lardizabal, Carlos F

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  11. 11
    Quantum Markov chains on the line: matrix orthogonal polynomials, spectral measures and their statistics

    Quantum Markov chains on the line: matrix orthogonal polynomials, spectral measures and their statistics by Manuel D de la Iglesia, Lardizabal, Carlos F, Newton Loebens

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  12. 12
    Quantum Markov processes on graphs, monitoring and hitting times

    Quantum Markov processes on graphs, monitoring and hitting times by Lardizabal, Carlos F

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  13. 13
    Open quantum random walks on the half-line: the Karlin-McGregor formula, path counting and Foster's Theorem

    Open quantum random walks on the half-line: the Karlin-McGregor formula, path counting and Foster's Theorem by Jacq, Thomas S, Lardizabal, Carlos F

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  14. 14
    Open Quantum Random Walks and the Mean Hitting Time Formula

    Open Quantum Random Walks and the Mean Hitting Time Formula by Lardizabal, Carlos F

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  15. 15
    Open quantum random walks: ergodicity, hitting times, gambler's ruin and potential theory

    Open quantum random walks: ergodicity, hitting times, gambler's ruin and potential theory by Lardizabal, Carlos F, Souza, Rafael R

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  16. 16
    Open quantum random walks, hitting times, gambler's ruin and potential theory

    Open quantum random walks, hitting times, gambler's ruin and potential theory by Lardizabal, Carlos F

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  17. 17
    A quantization procedure based on completely positive maps and Markov operators

    A quantization procedure based on completely positive maps and Markov operators by Lardizabal, Carlos F

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  18. 18
    Site recurrence of open and unitary quantum walks on the line

    Site recurrence of open and unitary quantum walks on the line by Carvalho, Silas L, Guidi, Leonardo F, Lardizabal, Carlos F

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  19. 19
    On a class of quantum channels, open random walks and recurrence

    On a class of quantum channels, open random walks and recurrence by Lardizabal, Carlos F, Souza, Rafael R

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  20. 20
    Nonhomogeneous quantum Markov chains and a notion of ergodicity

    Nonhomogeneous quantum Markov chains and a notion of ergodicity by Lardizabal, Carlos F, Souza, Rafael R

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