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On the Underlying Mathematical and Quantum Structure of Quantum Cryptography

Tutkimustuotosvertaisarvioitu

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On the Underlying Mathematical and Quantum Structure of Quantum Cryptography. / Gotkhindikar, Ajey Dilip.

julkaisussa: International Journal of Engineering and Computer Science, Vuosikerta 5, Nro 2, 02.2016, s. 15685-15699.

Tutkimustuotosvertaisarvioitu

Harvard

Gotkhindikar, AD 2016, 'On the Underlying Mathematical and Quantum Structure of Quantum Cryptography', International Journal of Engineering and Computer Science, Vuosikerta. 5, Nro 2, Sivut 15685-15699. https://doi.org/10.18535/ijecs/v5i2.7

APA

Gotkhindikar, A. D. (2016). On the Underlying Mathematical and Quantum Structure of Quantum Cryptography. International Journal of Engineering and Computer Science, 5(2), 15685-15699. https://doi.org/10.18535/ijecs/v5i2.7

Vancouver

Gotkhindikar AD. On the Underlying Mathematical and Quantum Structure of Quantum Cryptography. International Journal of Engineering and Computer Science. 2016 helmi;5(2):15685-15699. https://doi.org/10.18535/ijecs/v5i2.7

Author

Gotkhindikar, Ajey Dilip. / On the Underlying Mathematical and Quantum Structure of Quantum Cryptography. Julkaisussa: International Journal of Engineering and Computer Science. 2016 ; Vuosikerta 5, Nro 2. Sivut 15685-15699.

Bibtex - Lataa

@article{61a895a46c3345e493894dc5497c4d71,
title = "On the Underlying Mathematical and Quantum Structure of Quantum Cryptography",
abstract = "Quantum cryptography is a novel approach to provide secure communication, based on the laws of physics. It offers perfect security for the communication between two authorized parties, while assuming very high computational capacity for the eavesdropper, who may be attempting to intrude into this communication. It provides a very high rate of intrusion detection as against the classical systems. Classical cryptography is built on a fundamental assumption that it is difficult to invert some of mathematical functions, in a limited time, with the use of efficient computing resources. While, quantum cryptography is based on formidable laws of nature, making it less prone to attack. With the advent of quantum computing, boundaries between various subjects like quantum physics, computer science and mathematics are getting reduced. In the early seventies, Steven Wiesner made pioneering efforts in the field Quantum Cryptography. In its present form, Quantum Cryptography depends on two essential principles of Quantum Mechanics. One is that no information is available without causing disturbance in the system and other is Principle of No-Cloning. In this paper we present some of fundamental aspects of Quantum Cryptography and the underlying structures that makes it a credible option for providing perfect security of information.",
author = "Gotkhindikar, {Ajey Dilip}",
year = "2016",
month = "2",
doi = "10.18535/ijecs/v5i2.7",
language = "English",
volume = "5",
pages = "15685--15699",
journal = "International Journal of Engineering and Computer Science",
issn = "2319-7242",
number = "2",

}

RIS (suitable for import to EndNote) - Lataa

TY - JOUR

T1 - On the Underlying Mathematical and Quantum Structure of Quantum Cryptography

AU - Gotkhindikar, Ajey Dilip

PY - 2016/2

Y1 - 2016/2

N2 - Quantum cryptography is a novel approach to provide secure communication, based on the laws of physics. It offers perfect security for the communication between two authorized parties, while assuming very high computational capacity for the eavesdropper, who may be attempting to intrude into this communication. It provides a very high rate of intrusion detection as against the classical systems. Classical cryptography is built on a fundamental assumption that it is difficult to invert some of mathematical functions, in a limited time, with the use of efficient computing resources. While, quantum cryptography is based on formidable laws of nature, making it less prone to attack. With the advent of quantum computing, boundaries between various subjects like quantum physics, computer science and mathematics are getting reduced. In the early seventies, Steven Wiesner made pioneering efforts in the field Quantum Cryptography. In its present form, Quantum Cryptography depends on two essential principles of Quantum Mechanics. One is that no information is available without causing disturbance in the system and other is Principle of No-Cloning. In this paper we present some of fundamental aspects of Quantum Cryptography and the underlying structures that makes it a credible option for providing perfect security of information.

AB - Quantum cryptography is a novel approach to provide secure communication, based on the laws of physics. It offers perfect security for the communication between two authorized parties, while assuming very high computational capacity for the eavesdropper, who may be attempting to intrude into this communication. It provides a very high rate of intrusion detection as against the classical systems. Classical cryptography is built on a fundamental assumption that it is difficult to invert some of mathematical functions, in a limited time, with the use of efficient computing resources. While, quantum cryptography is based on formidable laws of nature, making it less prone to attack. With the advent of quantum computing, boundaries between various subjects like quantum physics, computer science and mathematics are getting reduced. In the early seventies, Steven Wiesner made pioneering efforts in the field Quantum Cryptography. In its present form, Quantum Cryptography depends on two essential principles of Quantum Mechanics. One is that no information is available without causing disturbance in the system and other is Principle of No-Cloning. In this paper we present some of fundamental aspects of Quantum Cryptography and the underlying structures that makes it a credible option for providing perfect security of information.

U2 - 10.18535/ijecs/v5i2.7

DO - 10.18535/ijecs/v5i2.7

M3 - Article

VL - 5

SP - 15685

EP - 15699

JO - International Journal of Engineering and Computer Science

JF - International Journal of Engineering and Computer Science

SN - 2319-7242

IS - 2

ER -