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user102027
user102027

I'm interested in learning about computational aspects of PDE and integro partial differential equations.

In particular, I'd like to know some reference monographs that cover PDE and IPDE from in computational physics, computational fluid dynamics, computational solid mechanics, computational biology (including biomodeling, genomics, neuroscience), computational chemistry and pharmacology.

I'd appreciate both rigorous mathematical and numerical analysis and extensive use of sample code written in MATLAB/Mathematica.

Here are two related questions that I have checked out:

I'm interested in learning about computational aspects of PDE and integro partial differential equations.

In particular, I'd like to know some reference monographs that cover PDE and IPDE from in computational fluid dynamics, computational solid mechanics, computational biology (including biomodeling, genomics, neuroscience), computational chemistry and pharmacology.

I'd appreciate both rigorous mathematical and numerical analysis and extensive use of sample code written in MATLAB/Mathematica.

Here are two related questions that I have checked out:

I'm interested in learning about computational aspects of PDE and integro partial differential equations.

In particular, I'd like to know some reference monographs that cover PDE and IPDE from in computational physics, computational fluid dynamics, computational solid mechanics, computational biology (including biomodeling, genomics, neuroscience), computational chemistry and pharmacology.

I'd appreciate both rigorous mathematical and numerical analysis and extensive use of sample code written in MATLAB/Mathematica.

Here are two related questions that I have checked out:

Source Link
user102027
user102027

References on computational PDE (in fluid dynamics, solid mechanics, etc) that emphasize both rigorous analysis and coding

I'm interested in learning about computational aspects of PDE and integro partial differential equations.

In particular, I'd like to know some reference monographs that cover PDE and IPDE from in computational fluid dynamics, computational solid mechanics, computational biology (including biomodeling, genomics, neuroscience), computational chemistry and pharmacology.

I'd appreciate both rigorous mathematical and numerical analysis and extensive use of sample code written in MATLAB/Mathematica.

Here are two related questions that I have checked out: