Max Hutchinson's user avatar
Max Hutchinson's user avatar
Max Hutchinson's user avatar
Max Hutchinson
  • Member for 12 years, 2 months
  • Last seen more than 1 year ago
68 votes
Accepted

What kinds of problems lend themselves well to GPU computing?

19 votes
Accepted

How does density functional theory scale with system size?

18 votes

Parallel computation of big covariance matrices

15 votes
Accepted

How to determine the amount of FLOPs my computer is capable of

12 votes
Accepted

Fortran: Best way to time sections of your code?

12 votes

What is the correct way of performing numerical experiments on desktops?

10 votes
Accepted

What is the best way to multiply a diagonal matrix (in fortran)

8 votes
Accepted

GPU libraries to use for Linear Algebra operations

7 votes
Accepted

Memory efficient implementations of partial Singular Value Decompositions (SVD)

7 votes

FLOP counting for library functions

6 votes

Memory usage in fortran when using an array of derived type with pointer

5 votes
Accepted

Effecient CFD programming techniques

5 votes
Accepted

How gracefully does scalapack/pblas revert to lapack/blas in serial

5 votes
Accepted

Sign differences in spectral decomposition in NumPy

4 votes
Accepted

Programming with Fortran, large eigen value problem

4 votes

Which visualisation software for a layered graph?

4 votes

For which statistical methods are GPUs faster than CPUs?

3 votes

How do convolution matrices work?

3 votes
Accepted

Singular matrix - but SVD works - what does the eigenvalues mean? Find I the "dependent" lines?

3 votes

Finding interior eigenvalues using Davidson algorithm

3 votes

Is there a reference-level implementation of BLAS in C/C++?

3 votes

Verlet Leap-frog Method of approximating orbits

3 votes

GPU vs CPU calculation

2 votes

Help on writing sofware: general guidelines, in particular separation of computation and visualization

1 vote

Raising elementwise a large symmetric, positive definite matrix to a power in Matlab

1 vote

(Fortran) Integrating/summing over complicated 3D domain

1 vote

Earth and Moon computer simulation

0 votes

Efficiently changing basis on many diagonal matrices