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نمایش تعداد 1-10 از 15

Note on the threshold theorem of a heterogeneous SIR epidemic

نوع: Journal Paper

نویسنده : El Maroufy, Hamid

ناشر: Elsevier Science

سال: 2013

Extinction and stationary distribution of a stochastic SIRS epidemic model with non linear incidence

نوع: Journal Paper

نویسنده : Lahrouz, Aadil - Omari, Lahcen

ناشر: Elsevier Science

سال: 2013

Simulation based Bayesian inference for epidemic models

نوع: Journal Paper

ناشر: Elsevier Science

سال: 2014

Efficient MCMC for temporal epidemics via parameter reduction

نوع: Journal Paper

نویسنده : Xiang, Fei - Neal, Peter

ناشر: Elsevier Science

سال: 2014

Cyber fratricide

نوع: Conference Paper

نویسنده : Liles, Samuel , Kambic, Jacob

ناشر: IEEE

سال: 2014

iBump: Smartphone application to detect car accidents

نوع: Conference Paper

نویسنده : Aloul, F.; Zualkernan, I.; Abu-Salma, R.; Al-Ali, H.; Al-Merri, M.

ناشر: IEEE

سال: 2014

Solution to generalized matrix equation AV − EV J = B<inf>D</inf>W<inf>D</inf>J + B<inf>P</inf>W<inf>P</inf>

نوع: Conference Paper

نویسنده : Hai-Hua Yu , De-Gang Bi

ناشر: IEEE

سال: 2014

Parametric solutions to fully-actuated generalized Sylvester equations—The nonhomogeneous case

نوع: Conference Paper

نویسنده : Guang-Ren Duan

ناشر: IEEE

سال: 2014

Recognizing facial images using ICA, LPP, MACE Gabor Filters, Score Level Fusion Techniques

نوع: Conference Paper

نویسنده : Fernandes, S.L. , Bala, G.J.

ناشر: IEEE

سال: 2014

Hiding in the Mobile Crowd: LocationPrivacy through Collaboration

نوع: Journal Paper

نویسنده : Shokri, Reza; Theodorakopoulos, George; Papadimitratos, Panos; Kazemi, Ehsan; Hubaux, Jean-Pierre

ناشر: IEEE

سال: 2014

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Note on the threshold theorem of a heterogeneous SIR epidemic

Extinction and stationary distribution of a stochastic SIRS epidemic model with non linear incidence

Simulation based Bayesian inference for epidemic models

Efficient MCMC for temporal epidemics via parameter reduction

Cyber fratricide

iBump: Smartphone application to detect car accidents

Solution to generalized matrix equation AV − EV J = B<inf>D</inf>W<inf>D</inf>J + B<inf>P</inf>W<inf>P</inf>

Parametric solutions to fully-actuated generalized Sylvester equations—The nonhomogeneous case

Recognizing facial images using ICA, LPP, MACE Gabor Filters, Score Level Fusion Techniques

Hiding in the Mobile Crowd: LocationPrivacy through Collaboration

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Note on the threshold theorem of a heterogeneous SIR epidemic

Extinction and stationary distribution of a stochastic SIRS epidemic model with non linear incidence

Simulation based Bayesian inference for epidemic models

Efficient MCMC for temporal epidemics via parameter reduction

Cyber fratricide

iBump: Smartphone application to detect car accidents

Solution to generalized matrix equation AV &#x2212; EV J = B<inf>D</inf>W<inf>D</inf>J + B<inf>P</inf>W<inf>P</inf>

Parametric solutions to fully-actuated generalized Sylvester equations&#x2014;The nonhomogeneous case

Recognizing facial images using ICA, LPP, MACE Gabor Filters, Score Level Fusion Techniques

Hiding in the Mobile Crowd: LocationPrivacy through Collaboration

Solution to generalized matrix equation AV − EV J = B<inf>D</inf>W<inf>D</inf>J + B<inf>P</inf>W<inf>P</inf>

Parametric solutions to fully-actuated generalized Sylvester equations—The nonhomogeneous case