PHULUC. .(Ban hanh kern thea Thong tu s6 06120201TT-BGDDT ngay 19 thang 3 ruim 2020

cua B9 trutmg B9 Gido d1,JCva Dao tao)

Mftu sa 03

CQNG HOA xA HQI cnu NGHiA VI:f:T NAMf>Qclip - TV do - Hanh phuc

LY LICH KHOAHOC. .(Danh cho zmg vien/thanh vien cac H9i ilfmg Gido su)

1.Thong tin chung

- H<;>va ten: .Dang Dire Trong .

- Nam sinh: 1964 .

- Gioi tinh: Nam .

- Trinh dQ dao tao (TS, TSKH) (nam, noi cAp bang): TiSn si'Toan, 1996, Ecole Poly technique de Paris, Phap

..............................................................................- Chirc danh Giao su hoac Pho giao su (nam, noi b6 nhiem): 2011, Dai hoc Khoahoc T1!nhien Tp HCM .....

- Nganh, chuyen nganh khoa hoc: Toan, Giai tich va Th6ng ke .

- Chirc vu va dan vi cong tac hien tai (hoac dffnghi huu nr nam): Truong BQmonxse suAtTh6ng ke, Khoa Toan Tin DHKHTN Tp HCM .

- Chirc vu cao nhAt dff qua: Truong Khoa Toan Tin DHKHTN Tp HCM .

- Thanh vien HQid6ng Giao su co sa (nSuco) (nam tham gia, ten hQid6ng, co sa dao tao):

2012-2019, D~i hoc Khoa hoc T\l nhien Tp HCM.

- Thanh vien HQid6ng Giao su nganh (nSu co) (nam tham gia, ten hQid6ng, nhi~m kY):

2015-2019, HQi D6ng nganh Toan .

- Thanh vien HQid6ng Giao su nha nuoc (nSuco) (nam tham gia, ten hQid6ng, nhi~m kY):

2. Thanh tich ho~t dQng dao t~o va nghien'cUu (thu9Cchuyen nganh ilang hoc;ztil9ng)

2.1. Stich chuyen khao, gitio tTinh

a) T6ng s6 sach dffchu bien: Isach chuyen khao, 9 giao trinh.

b) Danh m\lC sach chuyen khao, giao trinh trong 05 nam li€n k€ voi thai di~m duqcb6 nhi~m thanh vien HQi d6ng gAn day nhAt (ten tac gia, ten sach, nha xudt bim, niirnxudt bim, rna s6ISBN, chi s6 trich dan).

2

.•..._-_.__ ._._......

Nam Picgi61TT Ten stich Nhii xuat ban xuatban dong tac gia

5 Giao trinh ly thuyet dQdo va xac suat NXBDHQGTp 2015 D6ng tac gia,HCM chu bien

6 Ly thuyet Thong ke NXBDHQGTp 2016 D6ng tac giaHCM

7 Bai t~p va Thirc hanh Ly thuyet Th6ng NXBDHQG Tp 2016 D6ng tac giake HCM

8 Tolin Hi Chinh Nang Cao NXB DHQG Tp 2016 D6ng tac giaHCM

....._ ....

2.2. Cdc bili bdo khoa hoc dUf/cciing b6 tren cdc t!lP chi khoa h{Jca) T6ng s6 dii cong b6: bai bao tap chi trong mroc; 100 bai bao tap chi quoc

t~.

b) Danh muc bai bao khoa hoc cong b6 trong 05 nam li€n k€ voi thai di~m ducc b6nhiem thanh vien HQi d6ng gAnday nh~t (ten tdc gia, ten cong trinh. ten tap chi, ndmcong b6, chi s6IF va chi s6 trich dJn - niu co):

- Trong mroc: 8 bai .

- Quoc t~: 19 bai lSI .

2 2 a Dang tren tal!.chi Qu6c ti,._-_.

Ten tac gia, ten biii vilt, ten t9-Pchi vii s6 cua t9-Pchi, S6hifUISSN lJiimTT trang dang hili vilt, nam xuat ban (ghi ro thu(Jc lSI IFhay kh6ng).._ ..._ ..__._._-

Trong, Dang Due; Khanh, To Due; Tuan, Nguyen Huy; Minh, Nguyen Dang; ISSN 1.594I Nonparametric regression in a statistical modified Helmholtz equation using 0233-1888

the Fourier spectral regularization. Statistics 49 (20 15). no. 2. 267-290. SCI_ .........

D. D. Trong, B. T. Duy, M. N. Minh, Backward heat equations with locally ISSN2 Lipschitz source, Applicable Analysis, DOl: 10.1080100036811.2014.963063, 0003-6811

2015 (SCIE). SCIE"-_" ......._ .._ ........._ ....._ ............_ ..........._ ...._.__....__ ._..._- ........................_ ...._._._ ......._ ..._.__ ........_ ......_ .._ .... ..........................•.- .....••.....-.....--.. ........._ ......._ .......__ ._--_.-

Nguyen Huy Tuan, Le Duc Thang, Dang Due Trong & Vo Anh Khoa: ISSN: 1741-5977 1.125Approximation of mild solutions of the linear and nonlinear elliptic equations,

3 Inverse Problems in SCIScience and Engineering, Vol. 23, Issue 7, (2015) pages 1237-1266 DOl:10.1080117415977.2014.993983

..__ ..... _ ........ _- ....._ ..._-_ ...... _ .._ ....... _ ...._.__._----_ ..- ..........__ ...- ..................... __ .._-- ..............._._ ............_ ...........__ ..._ ............... _ ........ _ ........ ......... ......_ ................................ -..... .................. _ .....

D. D. Trong. T. T. Q. Nguyen. C. X. Phuong, Deconvolution of P(X < Y) ISSN: 0167-7152 0.540with compactly supported error densities, Statistics and Probability Letters SCIE]23 (2017) 171-176.

N. D. Minh, Khanh T. D., N. H. Tuan and D. D. Trong ISSN 1569-3945 0.941A two-dimensional backward heat problemwith statistical discrete data, 1. Inverse-illposed Prob., SCIEDOl: 10.1515/jiip-2016-0038 (2017)

Nguyen Huy Tuan, Dang Due Trong, Dinh Nguyen Duy Hai and 1.180Duong Dang Xuan Thanh, A Riesz-Feller space-fractional backward ISSN: 1099-1476

6 diffusion problem with a time-dependent SCIEcoefficient: regularization and error estimates, Mathematical Methods in theApplied Sciences, DOl: 1O.1002/mma.4284. (2017)

• i

4

with Applications (2020) https://doi.org/l0.l016/j.camwa.2020.02.024

2 2 b Dane tren taR chi trong nuoc

TT Ten tac gia, ten bili viit, ten t{lPchi vil s6 cua t{lPchi, S6hiru ISSN Ghi chutrang tiling hili viit, nlim xutit ban

Dang Due Trong, Cao Xuan Phuong, Deconvolution of a cumulative

1distribution function with some non-standard noise densities, Vietnam 2305-221X ESCI,Journal of Mathematics (2019)47: 327-353, Q3https://doLorg/10.1007/s10013-018-0308-9

Dinh Nguyen Duy Hai, Dang Due Trong, The Backward Problem for Print ISSN 0251-41842 aNonlinear Riesz-Feller Diffusion Equation Online ISSN ESCI

Acta Math Vietnam, 2018 https://doi.org/l0.l007/s40306-018-0255-2 2315-4144,..........................

D. D. Trong, B. T. Duy, N. D. Minh, The backward problem for Print ISSN 0251- , ESCI

3 Ginzburg-Landau-type equation, Acta Mathematica Vietnamica, Vol. 418441, No.1, DOl: 10.1007/s40306-015-0135-y,2016.

IOnline ISSN2315-4144,

_ ......._ .... .................................................................................................._ •••••••••H••••••••••H••••••_ ••••••••••..··.H•..___ ·._·.·_

Dang Duc Trong, Cao Xuan Phuong, 2015, Ridge-parameter 2305-221X ESCI,4 regularization to deconvolution problem with unknown error Q3

distribution, 43: 239-256, Vietnam Journal of Mathematics.

D. D. Trong, N. N. Lan, Regularization for the inverse problem of 2305-221X ESCI,5 finding the purely time-dependent volatility, Vietnam Journal of Q3

Mathematics, 2015, VJOM-D-14-00023R2, accepted.

D(\ngDue Trong, Le Qu6c Dfing,Xac dinh nQiham cua scheme trong 0868-36626 ly thuyet kien tao cua Piaget, Tap chi Khoa hoc Giao due, s6 117

(6/2015), tr. 17-18.

D(\ngDue Trong, Le Quoc Dung, Tiep c~ Sandwiches trong day hoc

7 khai niem Tolin hoc a tnrong ph6 thong, JOURNAL OF SCIENCEOF HNUE DOl: 10.18173/2354-1075.2015-0159 Educational Sci.,2015, Vol. 60, No. 8A, pp. 3-10

.~

.~!G)C'IQCEN/-c~

2.3. Cdc nhi?m V(l khoa h(JCva cong ngh? (chuang trinh va dJ tai tuong duangcap Bl) tro len)

a) Tong s6 chuang trinh, d€ tai da chu tri/chu nhiem: cftp Nha mroc; 7 cftp Be)va nrong dirong.

b) Danh muc d€ tai tham gia da dircc nghiem thu trong 05 nam lien k€ voi thaidiem diroc b6 nhi~m thanh vien He)i d6ng g~n day nhftt (ten dJ tai, mil st5, thai gianth1,lChi¢n, cap quan If' tlJ tai, trach nhi¢m tham gia trong tlJ taO:

Ten ili ttWdv tinMiis6& Thirigian Chu nhifm Ngay

TT nghi?mthu Kit quaclip quiin Ii thvc hi?n nhamgia

1 Bill toan parabolic nglIQ'C phi tuy~nB2014-J8- Nghi~m01

2014-2016 Chu nhi~m 2018thu t6t

MQts6 phuang phap chinh h6a cho bai tolin 101.02-2 2016.26, 2017-2019 Chti nhi~m 2019

Nghi~mkhong chinh (NAFOSTED)

BQKHCN thu t6t

3

Cao Xuan Phuong, Dang Due Trong & Tran Quoc Viet (2017): On the mean 0361-0926 (print) 0.406L I-error in the heteroscedastic deconvolution problem with compactly 1532-415X(Online)

7 supported noises. SCIE,Communications in Statistics - Theory andMethods, DOl:10.1080/03610926.2017.1364389

8

Due Trong Dang, Erkan Nane, Dang Minh Nguyen, TSSN0926-2601 0.852Nguyen Huy Tuan, Continuity of Solutions of a Class of Fractional SCI,Q1Equations, Potential Analysis, volume 49, pages423-478(2018)DOl 10.1007/s11118-017-9663-5.....__._...._ ...._ ....__ ...._ ..__ ._ ....•••••.•...•......_. ........._ ........_....__ .. .............._ .._ ....._._._ ..............._._ ..._ ....._----- ......... ............................._ "0- ............._ ...._._ ..._ ........_._Tran Quoc Viet, Nguyen Minh Dien, Dang Due Trong, ISSN: 0377-0427 1.632Stability of solutions of a class of nonlinear fractional SCI, Q2Laplacian parabolic problemsJournal of Computational and Applied Mathematics 355 (2019) 51-76

iDang Due Trong, Dinh Nguyen Duy Hai, Nguyen Dang Minh, ISSN: 0096-3003 i 2.30010 I Optimal regularization for an unknown source of space-fractional diffusion SCIE, QI

equation, Applied Mathematics and Computation 349 (2019) 184-206 . ComputationalMathematics

Dang DueTrong, Nguyen Minh Dien, Stability of solutions of a class of ISSN (Print) 0170- 1.18nonlinear fractional diffusion equations with respect to a pseudo- 4214 - ISSN

11 differential operator, Math Meth Appl Sci. 2019;42:2513-2532., 001: (Online) 1099-1476,10.1002/mma.5528 SCIE, Ql

Engineering..._ ......__ ........._._--_ ...

Dang Due Trong, Nguyen Minh Dien and Tran Quoc Viet, Global solution of Print ISSN: 0003- 0.963

12 space-fractional diffusion equations with nonlinear reaction source terms, 6811 Online ISSN:APPLICABLE ANALYSIS, 2019, 1563-504Xhttps:lldoLorg/l0.l080100036811.2019.1582030 SCIE, Q2

D.D. Trong, D.N.D. Hai and N.M. Dien, On a time-space fractional backward ISSN: 0898-1221 2.811

13 diffusion problem with inexact orders, Computers SCI-Qland Mathematics with Applications (2019),https:lldoLorg/l0.l 016/j.camwa.2019.03.014.

Dang Due Trong, Dinh Nguyen Duy Hai* and Nguyen Dang Minh ISSN 1569-3945 0.881Stepwise regularization method for

14 a nonlinear Riesz-Feller space-fractional SCIE,Q3backward diffusion problem, J. Inverse Ill-Posed Probl. 2019https:lldoi.org/l0.1515/jiip-2018-0033

Dang Due Trong, Cao Xuan Phuong & Tran Quoc Viet (20 I9): ISSN: 0361-0926 0.353Nonparametric estimation of raildoIII effects densities in a linear mixed- (print); 1532-415X

15 effects model with (web)Fourier-oscillating noise density, Communications in Statistics - Theory and SClE, Q3Methods, DOT:10.1080/03610926.2019.1625923

.~........~......•..-......Dang Due Trong, Nguyen Thi Hong Nhung, Nguyen Dang Minh, Nguyen ISSN:I099-1476 1.533Nhu Lan, A fractional sideways problem in a one-dimensional SCIE, Ql

16 finite-slab with deterministic and random interior Engineering, Q2perturbed data,Math Meth Appl Sci. 2020;1-25.001: 1O.1002/mma.6272 Applied

Mathematics

17

Dang Due Trong, TOilThat Quang Nguyen, Nguyen Nhu Lan, Print ISSN 0.61Heteroscedastic Deconvolution of IP'(X< Y) with Compactly 1559-8608SUPP011edError Densities, Journal of Statistical Theory and Practice (2019)13:50, https://doi.org/10.I007/s42519-019-0050-y ESCI-Q3

Dang Due Trong , Dinh Nguyen Duy Hai, Nguyen Dang Minh, ISSN: 0960-0779 3.064Reconstruction of a space-dependent source in the inexact order time- SCI-Ql

18 fractional diffusion equation, Chaos, Solitons and Fractals 134 (2020)109724.

Nguyen Minh Dien, Dinh Nguyen Duy Hai, Tran Quoc Viet, Dang Duc ISSN: 0898-1221 2.81I1 Trong, On Tikhonov's method and optimal error bound for inverse source SCI-Ql

problem for a time-fractional diffusion equation, Computers and Mathematics

5

3Mot s6 bai toan kh6ng chinh cho phirong B2017-18-

2017-2019 Tham gia 2019Nghiem

trinh dao ham rieng 03 thu t6t..................... _ ...........-

MOt s6 phirong phap ehinh h6a cho bai toan101.02-

2019.321 Dii pile4 2020-2022 Chu nhiem 2020

kMng ehinh (NAFOSTED) Bi)KHCN duyet.........._ .......

2.4. Cong trinh khoa h(Jc khtic (niu co)

a) T6ng s6 cong trinh khoa hoc khac:

- T6ng s6 co: sang ch~, giai phap htru ich

- T6ng s6 co: tac pham nghe thuat

- T6ng s6 co: thanh tich huan luyen, thi dAu

b) Danh rnuc bang dQc quyen sang che, giai phap htru ich, tac pham nghe thuat,thanh tich huan luyen, thi ddu trong 5 nam tro lai day (ten tdc gia, ten cong trinh, s6hieu van bling, ten co quan cap):

....................................................................................................2.5. HUUng dan nghien cuu sinh (NCS) dii co quyit djnh cOp bdng tiin si

a) Tfmg s6: 6 NCS da huang dfrn chinh

b) Danh sach NCS huang dfrn thanh cong trong 05 nam li€n k€ voi thai di~m duocb6 nhi~m thanh vien HQi d6ng g~n day nhAt (H9 va ten NCS, aJ tai lu4n an, co sa aaotgo, nam biio v¢ thanh cong, vai tro huang dan):

Ten SV, HVCH, Cusii' Nam tat BQcTT Ten luQn an

NCS dao t(Jo nghifp dao t(Jo

Bai toan nguc;re thai gian eho phuang DHKHTN Ti~n sy1 Bui Thanh Duy

trinh Ginzburg - Landau TpHCM 2015

Nguyen Nhll LanXac dinh h~ s6 bi~n di)ng eua phllang DHKHTN Ti~n sy

2 2016trinh Black - Scholes TpHCM

....•••.•..................- ..••••...•.....•.•..•......._.__ .......

3 Cao Xuan PhllangBai toan giai ch~p trong th6ng ke phi DHKHTN

5/2018 Tien sytham s6 TpHCM

Ng6 Minh M~nMi)t s6 d6ng g6p trong t6i llU danh five DHKHTN 3/2019 Tien sydAu tu va qulin Iy rui ro tai chinh TpHCM

3. Cac thong tin khac3.1. Danh m(lc cac cong trinh khoa h(Jc chinh trong cii qua trinh (Bai bao khoa

h9C, sach chuyen khiio, giao trinh, sang chi, giiii phap hfru ich, tac phdm ngh¢ thu4t,thanh tich huan luy¢n, thi aau ...; khi li¢t ke cong trinh, co thi them chit dan vJ phanlogi tgp chi, thong tin trich dan ...):

3.2. Giiii thuii'ng vJ nghien cuu khoa h(Jc trong va ngoai nUdc (niu co):

6

Giai thuong Vi~n Tmln hoc Hil NQi 2003.3.3. Cac thong tin vi chi sa ilinh danh ORCID, h6 so Goog/e scholar, H-index,

sa /U"(It trich dan (niu co):

Theo Mathscinet: 101 bai, 482 trich dfut; Theo Scopus Preview H-index: 13

3.4. Ngo9i ngu-

- Ngoai ngfr thanh thao phuc vu cong tac chuyen mon: Ti~ng Anh .

- Mire dQgiao ti~p bang tieng Anh: Ti~ng Anh .

T6i xin cam doan nhiing aiJu khai tren la dung Sl! thdt, niu sai t6i xin hoan toanchiu trach nhiem truac phdp ludt. ~ ~

t • \

Tp H6 Chi Minh, ngay 3thang5~narrz 2020e: . ',: 1\., .

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