Browsing by Author "Bacani, Jerico B."

Now showing items 1-7 of 7

Another Class of Admissible Perturbations of Special Expressions

Bacani, Jerico B. (2014)
New techniques on solving systems of nonlinear difference equations

Bacani, Jerico B.; Rabago, Julius Fergy T. (2019-06-25)
On Preserving Essential Spectra and Nullities of Special Expressions in a Weighted Space

Peralta, Gilbert R.; Bacani, Jerico B. (2018-08)
On the First-Order Shape Derivative of the Kohn-Vogelius Cost Functional of the Bernoulli Problem

Bacani, Jerico B.; Peichl, Gunther (Hindawi Publishing Corporation, 2013-11-01)

The exterior Bernoulli free boundary problem is being considered. The solution to the problem is studied via shape optimization techniques. The goal is to determine a domain having a specific regularity that gives a minimum ...
On the Shape Gradient and Shape Hessian of a Shape Functional Subject to Dirichlet and Robin Conditions

Bacani, Jerico B. (2014-07-29)

This paper focuses on minimizing a shape functional through the solution of a Pure Dirichlet boundary value problem, and a Dirichlet-Robin boundary value problem. This shape optimization problem is a variant of the ...
The Second-Order Shape Derivative of Kohn–Vogelius-Type Cost Functional Using the Boundary Differentiation Approach

Bacani, Jerico B.; Peichl, Gunther (2014-09-26)

A shape optimization method is used to study the exterior Bernoulli free boundary problem. We minimize the Kohn–Vogelius-type cost functional over a class of admissible domains subject to two boundary value problems. The ...
Shape Optimization Approach to the Bernoulli Problem

Rabago, Julius Fergy T.; Bacani, Jerico B. (2018-08)

The exterior Bernoulli free boundary problem is reformulated into a shape optimization setting by tracking the Dirichlet data. The shape derivative of the corresponding cost functional is established through a Lagrangian ...

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