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Cintia Pacchiano Camacho
Doctoral Candidate
,
Department of Mathematics and Systems Analysis
Doctoral studies
,
School common, SCI
2017
2022
Research activity per year
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Research output
(3)
Projects
(1)
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(6)
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Dive into the research topics where Cintia Pacchiano Camacho is active. These topic labels come from the works of this person. Together they form a unique fingerprint.
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Mathematics
Metric Measure Space
100%
Total Variation
91%
Doubling Measure
71%
Variational Solution
69%
Variational Approach
57%
Dirichlet Integral
56%
Functions of Bounded Variation
50%
Minimizer
49%
Regularity Properties
45%
Gradient
31%
Sufficient Conditions
25%
Necessary Conditions
23%
Regularity
21%
Concepts
21%
Function Space
18%
Interior
16%
Strong Maximum Principle
14%
Liouville's theorem
13%
Harnack Inequality
12%
Pointwise Estimates
12%
Class
12%
Doubling
11%
Regularity Conditions
10%
Open set
9%
Space-time
8%
Metric space
8%
Oscillation
8%