Matlab optimize memory
Skill matlab/matlab-agentic-toolkit/skills-catalog/matlab-software-development/matlab-optimize-memory
The MATLAB Agentic Toolkit brings trusted MATLAB capabilities to AI agents, making engineering and scientific workflows agent-ready.
npx -y skills add matlab/matlab-agentic-toolkit --skill matlab-optimize-memoryAssembled from the repository path, not quoted from the project. Check it against their README if it does not work.
One thing to look at
- no licenseNo license file was found in the repository. Code published without one is not open source by default, so using it at work is a question for whoever answers licensing questions where you are.
What its author says it does
Copied from the file, not written here
Guides the 7-step MATLAB memory optimization workflow: baseline, profile, identify, optimize, measure, verify, report. Use when asked to reduce MATLAB memory usage, find memory bottlenecks, fix out-of-memory errors, or optimize memory-intensive code.
The file declares its own license as MathWorks BSD-3-Clause. That is the author’s claim about this one file, and it is not the same thing as the license GitHub reports for the repository, which is listed with the other numbers below.
SKILL.md
5.1 KB, as published. Nobody here has run it
MATLAB Memory Optimization Workflow
Systematic 7-step workflow for finding and fixing memory bottlenecks in MATLAB code.
When to Use
- User gets out-of-memory errors running MATLAB code
- User wants to reduce memory usage of their MATLAB program
- User wants to process larger datasets without running out of memory
- User asks to profile or measure memory allocations
When NOT to Use
- The bottleneck is execution speed, not memory (use
matlab-optimize-performance) - The memory issue is in compiled C/MEX code that can't be changed at the M-code level
- Memory usage is dominated by I/O buffers (memory-mapped files, database connections)
The 7-Step Workflow
Step 1: Establish Memory Baseline
Measure current memory usage before making changes.
m0 = memory;
targetFunction(inputs);
m1 = memory;
deltaBytes = m1.MemUsedMATLAB - m0.MemUsedMATLAB;
fprintf('Memory delta: %.2f MB\n', deltaBytes / 1e6);
When memory errors (Linux/macOS), use whos for variable sizes or Java runtime for heap:
info = whos('result');
fprintf('Variable size: %.2f MB\n', info.bytes / 1e6);
Step 2: Profile Memory Allocations
Find where memory is being allocated.
profile('-memory', 'on');
for iter = 1:5
targetFunction(inputs);
end
profile off;
p = profile('info');
ft = p.FunctionTable;
[~, idx] = sort([ft.TotalMemAllocated], 'descend');
for i = 1:min(15, numel(idx))
f = ft(idx(i));
fprintf('%-40s %10.2f MB\n', f.FunctionName, f.TotalMemAllocated/1e6);
end
If TotalMemAllocated fields are zero, fall back to whos snapshots before/after each function call.
Key things to look for:
- Functions with high "Allocated" but low "Freed" — memory is retained
- Functions called many times with moderate allocations — total adds up
- Large gaps between Allocated and Freed — temporaries accumulating
Step 3: Identify Optimization Opportunities
Based on profiling, identify which patterns apply. See references/memory-patterns.md for code examples.
| Pattern | Typical Reduction | Look For |
|---|---|---|
Cell collection + vertcat | O(N²) → O(N) | [arr; newRow] inside loops |
Implicit expansion over repmat | Eliminates full copy | repmat(A, [1 1 K]) for broadcasting |
| Clear variables when done | Immediate reclamation | Large arrays used only in early steps |
| Break chained expressions | 1 fewer peak temporary | a.*b.*c./d all alive at once |
| Reuse variables (overwrite in-place) | Avoids output allocation | Separate variables for each step |
max/min instead of masking | Eliminates logical temporary | x .* (x > 0) pattern |
zeros(...,'like',x) | Eliminates temporaries | 0 * x to create zeros |
| Copy-on-write sharing | Shares backing memory | Same array assigned to multiple places |
| Dense → sparse | O(N²) → O(N·bw) | zeros(N,N) where N > 10000 |
Step 4: Implement Optimizations
Apply the identified patterns. Focus only on the hotspots identified in Step 2 — do not apply patterns everywhere.
Step 5: Measure Optimized Memory
Re-measure using the same method as Step 1:
m0 = memory;
optimizedFunction(inputs);
m1 = memory;
deltaOpt = m1.MemUsedMATLAB - m0.MemUsedMATLAB;
reduction = 1 - deltaOpt / deltaBytes;
fprintf('Optimized: %.2f MB (%.0f%% reduction)\n', deltaOpt/1e6, reduction*100);
Step 6: Verify Correctness
Every optimization must produce the same results:
original = originalFunction(inputs);
optimized = optimizedFunction(inputs);
maxErr = max(abs(original(:) - optimized(:)));
fprintf('Max error: %.2e\n', maxErr);
assert(maxErr < 1e-10, 'Results differ!');
Step 7: Report Results
Summarize the memory optimization with baseline, optimized, reduction percentage, correctness check, and patterns applied.
Key Rules
- Never propose optimizations based solely on reading source code — always measure and profile first
- Verify correctness — memory optimizations must produce identical results
- Clear variables early — free memory as soon as data is no longer needed
- Avoid growing arrays — preallocate or use cell collection
- Break chains — sequential assignment reduces peak memory vs chained expressions
- Watch for copies — MATLAB copies on write; reuse variables to avoid duplicates
Platform Notes
- Windows:
memorycommand returns full statistics (MemUsedMATLAB, etc.) - Linux/macOS:
memoryerrors ("not supported on this platform"). Usewhosfor variable sizes, JavaRuntime.getRuntimefor heap usage, or OS-level RSS viasystem('ps ...') profile -memory: Works on all platforms but is undocumented since R2016a. When unavailable, usewhossnapshots before/after function calls.
Copyright 2026 The MathWorks, Inc.