Submit Search
Upload
Diadiem 6.0
•
0 likes
•
483 views
THANK Truong
Follow
Diadiem version 6.0
Read less
Read more
Report
Share
Report
Share
1 of 3
Download now
Download to read offline
Recommended
Titulo: Autc@r Mobile Alunos:ANDRE RIOS COUTO,Ezequiel Pereira Caetano,Gustavo Coutinho,Marcos Bailer, Cidade: Berrini Disciplina: Fundamentos Turma: GEMP19 Data:13-02-2016 Hora:09:38 Comentarios: Publico até ápos a correção
Autc@r Mobile
Autc@r Mobile
Marco Coghi
Az
Az
mimio_azerbaijan
We study asymptotical behavior of the probabilities of first-order properties for Erdős-Rényi random graphs G(n,p(n)) with p(n)=n-α, α ∈ (0,1). The following zero-one law was proved in 1988 by S. Shelah and J.H. Spencer [1]: if α is irrational then for any first-order property L either the random graph satisfies the property L asymptotically almost surely or it doesn't satisfy (in such cases the random graph is said to obey zero-one law. When α ∈ (0,1) is rational the zero-one law for these graphs doesn't hold. Let k be a positive integer. Denote by Lk the class of the first-order properties of graphs defined by formulae with quantifier depth bounded by the number k (the sentences are of a finite length). Let us say that the random graph obeys zero-one k-law, if for any first-order property L ∈ Lk either the random graph satisfies the property L almost surely or it doesn't satisfy. Since 2010 we prove several zero-one $k$-laws for rational α from Ik=(0, 1/(k-2)] ∪ [1-1/(2k-1), 1). For some points from Ik we disprove the law. In particular, for α ∈ (0, 1/(k-2)) ∪ (1-1/2k-2, 1) zero-one k-law holds. If α ∈ {1/(k-2), 1-1/(2k-2)}, then zero-one law does not hold (in such cases we call the number α k-critical). We also disprove the law for some α ∈ [2/(k-1), k/(k+1)]. From our results it follows that zero-one 3-law holds for any α ∈ (0,1). Therefore, there are no 3-critical points in (0,1). Zero-one 4-law holds when α ∈ (0,1/2) ∪ (13/14,1). Numbers 1/2 and 13/14 are 4-critical. Moreover, we know some rational 4-critical and not 4-critical numbers in [7/8,13/14). The number 2/3 is 4-critical. Recently we obtain new results concerning zero-one 4-laws for the neighborhood of the number 2/3. References [1] S. Shelah, J.H. Spencer, Zero-one laws for sparse random graphs, J. Amer. Math. Soc. 1: 97–115, 1988.
Maksim Zhukovskii – Zero-one k-laws for G(n,n−α)
Maksim Zhukovskii – Zero-one k-laws for G(n,n−α)
Yandex
Utsource review
Utsource review
779061702
Proshare- SAM Convention Talk - 190408
SAM Convention Talk - 190408
SAM Convention Talk - 190408
proshare
...
Curso de office
Curso de office
Rose Benites
Az
Az
mimio_azerbaijan
nj
Cómo calcular tu consumo diario de calorías
Cómo calcular tu consumo diario de calorías
Madanga
Recommended
Titulo: Autc@r Mobile Alunos:ANDRE RIOS COUTO,Ezequiel Pereira Caetano,Gustavo Coutinho,Marcos Bailer, Cidade: Berrini Disciplina: Fundamentos Turma: GEMP19 Data:13-02-2016 Hora:09:38 Comentarios: Publico até ápos a correção
Autc@r Mobile
Autc@r Mobile
Marco Coghi
Az
Az
mimio_azerbaijan
We study asymptotical behavior of the probabilities of first-order properties for Erdős-Rényi random graphs G(n,p(n)) with p(n)=n-α, α ∈ (0,1). The following zero-one law was proved in 1988 by S. Shelah and J.H. Spencer [1]: if α is irrational then for any first-order property L either the random graph satisfies the property L asymptotically almost surely or it doesn't satisfy (in such cases the random graph is said to obey zero-one law. When α ∈ (0,1) is rational the zero-one law for these graphs doesn't hold. Let k be a positive integer. Denote by Lk the class of the first-order properties of graphs defined by formulae with quantifier depth bounded by the number k (the sentences are of a finite length). Let us say that the random graph obeys zero-one k-law, if for any first-order property L ∈ Lk either the random graph satisfies the property L almost surely or it doesn't satisfy. Since 2010 we prove several zero-one $k$-laws for rational α from Ik=(0, 1/(k-2)] ∪ [1-1/(2k-1), 1). For some points from Ik we disprove the law. In particular, for α ∈ (0, 1/(k-2)) ∪ (1-1/2k-2, 1) zero-one k-law holds. If α ∈ {1/(k-2), 1-1/(2k-2)}, then zero-one law does not hold (in such cases we call the number α k-critical). We also disprove the law for some α ∈ [2/(k-1), k/(k+1)]. From our results it follows that zero-one 3-law holds for any α ∈ (0,1). Therefore, there are no 3-critical points in (0,1). Zero-one 4-law holds when α ∈ (0,1/2) ∪ (13/14,1). Numbers 1/2 and 13/14 are 4-critical. Moreover, we know some rational 4-critical and not 4-critical numbers in [7/8,13/14). The number 2/3 is 4-critical. Recently we obtain new results concerning zero-one 4-laws for the neighborhood of the number 2/3. References [1] S. Shelah, J.H. Spencer, Zero-one laws for sparse random graphs, J. Amer. Math. Soc. 1: 97–115, 1988.
Maksim Zhukovskii – Zero-one k-laws for G(n,n−α)
Maksim Zhukovskii – Zero-one k-laws for G(n,n−α)
Yandex
Utsource review
Utsource review
779061702
Proshare- SAM Convention Talk - 190408
SAM Convention Talk - 190408
SAM Convention Talk - 190408
proshare
...
Curso de office
Curso de office
Rose Benites
Az
Az
mimio_azerbaijan
nj
Cómo calcular tu consumo diario de calorías
Cómo calcular tu consumo diario de calorías
Madanga
Polecane miejsce
Polecane miejsce
juzek211
Tecnologias da Informação e Comunicação e Aprendizagem - texto 1
Unidade 1 Texto 1 A UtilizaçãO Das Tic
Unidade 1 Texto 1 A UtilizaçãO Das Tic
Filomeno Bida Oliveira Júnior
紙copi Night 2009.12.04
紙copi Night 2009.12.04
Isshu Rakusai
Servico social 3
Servico social 3
Léia Mayer
Slides da palestra que dei no Alagoas Social Media 2012, com o tema "O mercado, a expansão e a profissionalização." http://pensarenlouquece.com/
Alagoas Social Media - palestra de 20/10/2012
Alagoas Social Media - palestra de 20/10/2012
Alexandre Inagaki
1998_03-04
1998_03-04
Joe Junker, MBA
Az
Az
mimio_azerbaijan
Некоммерческое партнерство "Инновационный цент водоканал"
Некоммерческое партнерство "Инновационный центр водоканал"
Некоммерческое партнерство "Инновационный центр водоканал"
Expolink
Workshop on Random graphs 24—26oct Доклад Глеба Гусева
5 gusev
5 gusev
Yandex
China pc market idc
China pc market idc
Shin Feng
Luxury destination
Luxury destination
IEMI European Institute of International Management
Ukrainian-internet-audience-april-2012
Ukrainian-internet-audience-april-2012
Watcher
Список! Топ 1000 продаж доменов. Наша компания следит за продажами и знает куда инвестировать.
Dolgi net.com top_1000
Dolgi net.com top_1000
AlbertService LTD
Unidad 4
Unidad 4
beatrizq
L&a ws gu-k-2013_es
L&a ws gu-k-2013_es
Eures Canarias
Las alergias
Las alergias
Hugo Andrés Rojas Hernández
Estudio google instant feb2013
Estudio google instant feb2013
Kanvas Media
Sta je domen, kako se deli, struktura domena, kupovina i prodaja domena.
Pojam, struktura i podela domena
Pojam, struktura i podela domena
grandomain
Contact me if you need one
Tele conference solution - Hoi nghi truyen hinh
Tele conference solution - Hoi nghi truyen hinh
THANK Truong
This file is Vietnamese version only & still is a very early version. The English verion will be available soon. It's open to comment, thank you!
[VN] E-commerce - Tim hieu thuong mai dien tu by SEIKOU
[VN] E-commerce - Tim hieu thuong mai dien tu by SEIKOU
THANK Truong
This file is Vietnamese version only & still is a very early version. The English verion will be available soon. It's open to comment, thank you!
[VN] E-Payment - Tim hieu thanh toan dien tu by SEIKOU
[VN] E-Payment - Tim hieu thanh toan dien tu by SEIKOU
THANK Truong
Please feel free to contact me if you have any questions
Card issuance solution - Giai phap phat hanh the tai chinh
Card issuance solution - Giai phap phat hanh the tai chinh
THANK Truong
More Related Content
Viewers also liked
Polecane miejsce
Polecane miejsce
juzek211
Tecnologias da Informação e Comunicação e Aprendizagem - texto 1
Unidade 1 Texto 1 A UtilizaçãO Das Tic
Unidade 1 Texto 1 A UtilizaçãO Das Tic
Filomeno Bida Oliveira Júnior
紙copi Night 2009.12.04
紙copi Night 2009.12.04
Isshu Rakusai
Servico social 3
Servico social 3
Léia Mayer
Slides da palestra que dei no Alagoas Social Media 2012, com o tema "O mercado, a expansão e a profissionalização." http://pensarenlouquece.com/
Alagoas Social Media - palestra de 20/10/2012
Alagoas Social Media - palestra de 20/10/2012
Alexandre Inagaki
1998_03-04
1998_03-04
Joe Junker, MBA
Az
Az
mimio_azerbaijan
Некоммерческое партнерство "Инновационный цент водоканал"
Некоммерческое партнерство "Инновационный центр водоканал"
Некоммерческое партнерство "Инновационный центр водоканал"
Expolink
Workshop on Random graphs 24—26oct Доклад Глеба Гусева
5 gusev
5 gusev
Yandex
China pc market idc
China pc market idc
Shin Feng
Luxury destination
Luxury destination
IEMI European Institute of International Management
Ukrainian-internet-audience-april-2012
Ukrainian-internet-audience-april-2012
Watcher
Список! Топ 1000 продаж доменов. Наша компания следит за продажами и знает куда инвестировать.
Dolgi net.com top_1000
Dolgi net.com top_1000
AlbertService LTD
Unidad 4
Unidad 4
beatrizq
L&a ws gu-k-2013_es
L&a ws gu-k-2013_es
Eures Canarias
Las alergias
Las alergias
Hugo Andrés Rojas Hernández
Estudio google instant feb2013
Estudio google instant feb2013
Kanvas Media
Sta je domen, kako se deli, struktura domena, kupovina i prodaja domena.
Pojam, struktura i podela domena
Pojam, struktura i podela domena
grandomain
Viewers also liked
(18)
Polecane miejsce
Polecane miejsce
Unidade 1 Texto 1 A UtilizaçãO Das Tic
Unidade 1 Texto 1 A UtilizaçãO Das Tic
紙copi Night 2009.12.04
紙copi Night 2009.12.04
Servico social 3
Servico social 3
Alagoas Social Media - palestra de 20/10/2012
Alagoas Social Media - palestra de 20/10/2012
1998_03-04
1998_03-04
Az
Az
Некоммерческое партнерство "Инновационный центр водоканал"
Некоммерческое партнерство "Инновационный центр водоканал"
5 gusev
5 gusev
China pc market idc
China pc market idc
Luxury destination
Luxury destination
Ukrainian-internet-audience-april-2012
Ukrainian-internet-audience-april-2012
Dolgi net.com top_1000
Dolgi net.com top_1000
Unidad 4
Unidad 4
L&a ws gu-k-2013_es
L&a ws gu-k-2013_es
Las alergias
Las alergias
Estudio google instant feb2013
Estudio google instant feb2013
Pojam, struktura i podela domena
Pojam, struktura i podela domena
More from THANK Truong
Contact me if you need one
Tele conference solution - Hoi nghi truyen hinh
Tele conference solution - Hoi nghi truyen hinh
THANK Truong
This file is Vietnamese version only & still is a very early version. The English verion will be available soon. It's open to comment, thank you!
[VN] E-commerce - Tim hieu thuong mai dien tu by SEIKOU
[VN] E-commerce - Tim hieu thuong mai dien tu by SEIKOU
THANK Truong
This file is Vietnamese version only & still is a very early version. The English verion will be available soon. It's open to comment, thank you!
[VN] E-Payment - Tim hieu thanh toan dien tu by SEIKOU
[VN] E-Payment - Tim hieu thanh toan dien tu by SEIKOU
THANK Truong
Please feel free to contact me if you have any questions
Card issuance solution - Giai phap phat hanh the tai chinh
Card issuance solution - Giai phap phat hanh the tai chinh
THANK Truong
Please feel freeto contact me if you have any questions about the systems
C3000 & c6000 card delivery system - He thong long ghep phong bi
C3000 & c6000 card delivery system - He thong long ghep phong bi
THANK Truong
OTP Solution - Mat khau su dung mot lan
OTP Solution - Mat khau su dung mot lan
THANK Truong
I'm happy with my contribution for MK Smart in order to gain this high level security certificate (GSMA SAS)
MK Smart - SAS Certificate
MK Smart - SAS Certificate
THANK Truong
Comprehensive solution which helps you to create competitive advantage. The solution has been awarded Sao Khue in 2009 from VINASA - Vietnam Software Association
Multi Loyalty Solution (Quan ly khach hang than thiet)
Multi Loyalty Solution (Quan ly khach hang than thiet)
THANK Truong
Photo Reportage Year End Party 2008
Photo Reportage Year End Party 2008
THANK Truong
More from THANK Truong
(9)
Tele conference solution - Hoi nghi truyen hinh
Tele conference solution - Hoi nghi truyen hinh
[VN] E-commerce - Tim hieu thuong mai dien tu by SEIKOU
[VN] E-commerce - Tim hieu thuong mai dien tu by SEIKOU
[VN] E-Payment - Tim hieu thanh toan dien tu by SEIKOU
[VN] E-Payment - Tim hieu thanh toan dien tu by SEIKOU
Card issuance solution - Giai phap phat hanh the tai chinh
Card issuance solution - Giai phap phat hanh the tai chinh
C3000 & c6000 card delivery system - He thong long ghep phong bi
C3000 & c6000 card delivery system - He thong long ghep phong bi
OTP Solution - Mat khau su dung mot lan
OTP Solution - Mat khau su dung mot lan
MK Smart - SAS Certificate
MK Smart - SAS Certificate
Multi Loyalty Solution (Quan ly khach hang than thiet)
Multi Loyalty Solution (Quan ly khach hang than thiet)
Photo Reportage Year End Party 2008
Photo Reportage Year End Party 2008
Download now