Diagnostic category leakage in helper data schemes for biometric authentication

J.A. Groot, de; B. Skoric; N. Vreede, de; J.P.M.G. Linnartz

Diagnostic category leakage in helper data schemes for biometric authentication

J.A. Groot, de, B. Skoric, N. Vreede, de, J.P.M.G. Linnartz

Research output: Chapter in Book/Report/Conference proceeding › Conference contribution › Academic › peer-review

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Abstract

We extend the mathematical model for algae growth as described in Pham Thi (2006) [7] to include new effects. The roles of light, nutrients and acidity of the water body are taken into account. Important properties of the model such as existence and uniqueness of solution, as well as boundedness and positivity are investigated. We also discuss the numerical integration of the resulting system of ordinary differential equations and derive a condition which guarantees positivity of the numerical solution. The behavior of the model is demonstrated by numerical experiments.

Original language	English
Title of host publication	SECRYPT 2013 - Proceedings of the 10th International Conference on Security and Cryptography, 29-31 July, 2013, Reykjavík, Iceland
Editors	P. Samarati
Publisher	SciTePress Digital Library
Pages	506-511
ISBN (Print)	978-989-8565-73-0
Publication status	Published - 2013
Event	conference; 10th International Conference on Security and Cryptography; 2013-07-29; 2013-07-31 - Duration: 29 Jul 2013 → 31 Jul 2013

Conference

Conference	conference; 10th International Conference on Security and Cryptography; 2013-07-29; 2013-07-31
Period	29/07/13 → 31/07/13
Other	10th International Conference on Security and Cryptography

Cite this

@inproceedings{84765834e5fc4876a1eb61ddbf18dd8c,

title = "Diagnostic category leakage in helper data schemes for biometric authentication",

abstract = "We extend the mathematical model for algae growth as described in Pham Thi (2006) [7] to include new effects. The roles of light, nutrients and acidity of the water body are taken into account. Important properties of the model such as existence and uniqueness of solution, as well as boundedness and positivity are investigated. We also discuss the numerical integration of the resulting system of ordinary differential equations and derive a condition which guarantees positivity of the numerical solution. The behavior of the model is demonstrated by numerical experiments.",

author = "{Groot, de}, J.A. and B. Skoric and {Vreede, de}, N. and J.P.M.G. Linnartz",

year = "2013",

language = "English",

isbn = "978-989-8565-73-0",

pages = "506--511",

editor = "P. Samarati",

booktitle = "SECRYPT 2013 - Proceedings of the 10th International Conference on Security and Cryptography, 29-31 July, 2013, Reykjav{\'i}k, Iceland",

publisher = "SciTePress Digital Library",

note = "conference; 10th International Conference on Security and Cryptography; 2013-07-29; 2013-07-31 ; Conference date: 29-07-2013 Through 31-07-2013",

}

Groot, de, JA, Skoric, B, Vreede, de, N & Linnartz, JPMG 2013, Diagnostic category leakage in helper data schemes for biometric authentication. in P Samarati (ed.), SECRYPT 2013 - Proceedings of the 10th International Conference on Security and Cryptography, 29-31 July, 2013, Reykjavík, Iceland. SciTePress Digital Library, pp. 506-511, conference; 10th International Conference on Security and Cryptography; 2013-07-29; 2013-07-31, 29/07/13.

Diagnostic category leakage in helper data schemes for biometric authentication. / Groot, de, J.A.; Skoric, B.; Vreede, de, N. et al.
SECRYPT 2013 - Proceedings of the 10th International Conference on Security and Cryptography, 29-31 July, 2013, Reykjavík, Iceland. ed. / P. Samarati. SciTePress Digital Library, 2013. p. 506-511.

Research output: Chapter in Book/Report/Conference proceeding › Conference contribution › Academic › peer-review

TY - GEN

T1 - Diagnostic category leakage in helper data schemes for biometric authentication

AU - Groot, de, J.A.

AU - Skoric, B.

AU - Vreede, de, N.

AU - Linnartz, J.P.M.G.

PY - 2013

Y1 - 2013

N2 - We extend the mathematical model for algae growth as described in Pham Thi (2006) [7] to include new effects. The roles of light, nutrients and acidity of the water body are taken into account. Important properties of the model such as existence and uniqueness of solution, as well as boundedness and positivity are investigated. We also discuss the numerical integration of the resulting system of ordinary differential equations and derive a condition which guarantees positivity of the numerical solution. The behavior of the model is demonstrated by numerical experiments.

AB - We extend the mathematical model for algae growth as described in Pham Thi (2006) [7] to include new effects. The roles of light, nutrients and acidity of the water body are taken into account. Important properties of the model such as existence and uniqueness of solution, as well as boundedness and positivity are investigated. We also discuss the numerical integration of the resulting system of ordinary differential equations and derive a condition which guarantees positivity of the numerical solution. The behavior of the model is demonstrated by numerical experiments.

M3 - Conference contribution

SN - 978-989-8565-73-0

SP - 506

EP - 511

BT - SECRYPT 2013 - Proceedings of the 10th International Conference on Security and Cryptography, 29-31 July, 2013, Reykjavík, Iceland

A2 - Samarati, P.

PB - SciTePress Digital Library

T2 - conference; 10th International Conference on Security and Cryptography; 2013-07-29; 2013-07-31

Y2 - 29 July 2013 through 31 July 2013

ER -

Diagnostic category leakage in helper data schemes for biometric authentication

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