Toggle navigation
Publications
Profiles
Research Groups
Indexes
Help and information
Eesti keeles
Intranet
Publications
Profiles
Research Groups
Indexes
Help and information
Eesti keeles
Intranet
Databases
Publications
Searching
My bookmarks
0
fractional diffusion-wave equation (keyword)
All fields
Source search
Author search
Subject term search
Title search
starts with
containes
exact match
All fields
Source search
Author search
Subject term search
Title search
starts with
containes
exact match
—
All fields
Source search
Author search
Subject term search
Title search
starts with
containes
exact match
—
All fields
Source search
Author search
Subject term search
Title search
starts with
containes
exact match
—
All fields
Source search
Author search
Subject term search
Title search
starts with
containes
exact match
—
Add criteria
Advanced search
filter
Clear
×
types of item
book
..
journal article
..
newspaper article
..
book article
..
dissertation
..
Open Access
..
Scientific publication
..
year
year of publication
Loading..
author
Loading..
TTÜ department
Loading..
subject term
Loading..
series
Loading..
name of the person
Loading..
keyword
Loading..
Clear
Number of records
2
Look more..
(1/121)
Export
export all inquiry results
(2)
Save TXT fail
Save PDF fail
print
Open for editing with marked entries
my bookmarks
display
Bibliographic view
Short view
sort
author ascending
author descending
year of publication ascending
year of publication descending
title ascending
title descending
1
journal article EST
/
journal article ENG
Inverse problem to determine two time-dependent source factors of fractional diffusion-wave equations from final data and simultaneous reconstruction of location and time history of a point source
Janno, Jaan
Mathematics
2023
/
art. 456, 17 p
https://doi.org/10.3390/math11020456
Journal metrics at Scopus
Article at Scopus
Journal metrics at WOS
Article at WOS
journal article EST
/
journal article ENG
2
journal article EST
/
journal article ENG
Inverse problems with unknown boundary conditions and final overdetermination for time fractional diffusion-wave equations in cylindrical domains
Janno, Jaan
Mathematics
2021
/
art. 2541, 22 p
https://doi.org/10.3390/math9202541
Journal metrics at Scopus
Article at Scopus
Journal metrics at WOS
Article at WOS
journal article EST
/
journal article ENG
Number of records 2, displaying
1 - 2
keyword
121
1.
fractional diffusion-wave equation
2.
fractional wave equation
3.
fractional differential equation
4.
fractional parabolic equation
5.
generalized fractional evolution equation
6.
semilinear fractional parabolic equation
7.
coupled time fractional order reaction–advection–diffusion systems
8.
fractional diffusion
9.
fractional diffusion equations
10.
modified wave equation
11.
wave equation
12.
nonlocal diffusion and wave equations
13.
aggregated emission parametric equation
14.
antoine equation constants
15.
Beltrami equation
16.
Boussinesq-type equation
17.
Colding's equation
18.
conductivity equation
19.
constitutive equation
20.
Cortege-de Varies equation
21.
D-bar equation
22.
differential equation
23.
Diophantine equation solver
24.
equation
25.
evolution equation
26.
evolutionary integral equation
27.
Gardner equation
28.
Gardner’s equation
29.
Gardner's equation
30.
Generalized KdV equation
31.
generalized Korteweg–de Vries equation
32.
generalized Langevin equation
33.
hyperelastic rod equation
34.
integro-differential equation
35.
Korteweg – de Vries equation
36.
Korteweg-de Vries equation
37.
Korteweg–de Vries equation
38.
Kudryashov–Sinelshchikov equation
39.
Kudryashov–Sineshchikov equation
40.
linear dynamic equation
41.
nonlinear operator equation
42.
partial least squares structural equation modeling (PLS-SEM)
43.
Schrödinger equation
44.
sea-level equation
45.
Structural equation modeling
46.
structural equation modelling
47.
two-dimensional heat equation
48.
coupled time fractional PDEs
49.
distributed fractional derivatives
50.
fractional
51.
fractional calculation
52.
fractional calculus
53.
fractional control
54.
fractional control implementation
55.
fractional delay differential equations
56.
fractional integration
57.
fractional Laplacian of distributed order
58.
fractional open circuit voltage
59.
fractional order
60.
fractional order controllers
61.
fractional order derivatives
62.
fractional order differential equations
63.
fractional partial equations
64.
Fractional PDEs
65.
fractional pid
66.
fractional PID control
67.
fractional power zero-pole
68.
fractional precipitation
69.
fractional singular system
70.
fractional-dimensional space approach
71.
fractional-order calculus
72.
fractional-order circuits
73.
fractional-order controllers
74.
fractional-order PI
75.
fractional-order pid control
76.
fractional-order sliding mode control
77.
fractional-order system
78.
fractional-order systems
79.
generalized fractional derivative
80.
implicit fractional transfer function
81.
interval delayed fractional-order plants
82.
interval fractional-order plants
83.
time-fractional PDEs
84.
variable-order fractional calculus
85.
ADP diffusion restriction
86.
Al diffusion
87.
anomalous diffusion
88.
copper diffusion
89.
deformation-enhanced diffusion
90.
diffusion
91.
diffusion of knowledge
92.
diffusion (mass transfer, heat transfer)
93.
diffusion and self-trapping of charge carriers
94.
diffusion bonding
95.
diffusion in solids
96.
diffusion LMS
97.
diffusion networks
98.
diffusion of international planning
99.
diffusion of ivoting
100.
diffusion of knowledge
101.
diffusion processes
102.
diffusion strategy
103.
diffusion welded stacks
104.
diffusion welding
105.
diffusion-controlled wear
106.
hydrogel oxygen diffusion
107.
innovation diffusion
108.
innovation diffusion and innovation adaption
109.
interface diffusion
110.
intracellular diffusion barriers
111.
intracellular diffusion obstacles
112.
knowledge diffusion
113.
permuation-diffusion
114.
policy diffusion
115.
reaction-diffusion systems
116.
Smagorinsky diffusion
117.
solid state diffusion
118.
technology transfer and diffusion
119.
wafer bonding/diffusion welding
120.
water vapour diffusion equivalent thickness
121.
1D drift-diffusion simulations
×
vaste
starts with
ends with
containes
sort
Relevance
ascending
descending
year of publication
author
TTÜ department
subject term
series
name of the person
keyword
Otsing
Valikud
0
year of publication
AND
OR
NOT
author
AND
OR
NOT
TTÜ department
AND
OR
NOT
subject term
AND
OR
NOT
series
AND
OR
NOT
name of the person
AND
OR
NOT
keyword
AND
OR
NOT