A New Form of Data Compression: Compressing Time, Not Bytes (Exact Replay)
This is a complete, runnable systemΒ β not a concept:
offline, deterministic, lossless structural compression with indexed seek and exact replay,
released with full source code and documentation.
(ASCII-only, reproducible, domain-agnostic)
π For decades, compression systems have focused on shrinking bytes.
But none were designed to answer a deeper question:
Can history itself be compressed β without losing truth, order, or replayability?
SSUM-STAR (Structural Time And Replay) answers this by doing something fundamentally different.
It does not compress data.
It compresses time itself β transforming datasets into deterministic, replayable structural timelines.
And yes β the full source code, scripts, and reproducible cases are publicly available.
βοΈ What Is SSUM-STAR?
SSUM-STAR is a deterministic, offline structural compression and replay system built on Shunyaya Structural Universal Mathematics (SSUM).
Unlike classical compression tools that operate on serialized bytes, SSUM-STAR operates on invariant-preserving state transitions.
The result is a new kind of artifact:
- not just compressed
- not just stored
- but trustworthy as history itself
The .star file is not a container.
The .star file is the timeline.
π§ The Core Idea (In One Line)
Classical systems assume:
data + timestamps + metadata -> meaning
SSUM-STAR demonstrates:
data + structure -> time + meaning
Time is no longer stored.
Time emerges structurally.
π The Non-Negotiable Invariant
SSUM-STAR is built on a single, strict guarantee:
decode(encode(structure)) == structure
Under SSUM collapse:
phi(decode(encode(structure))) == classical_data
This guarantees:
- zero approximation
- zero drift
- zero reordering
- zero semantic loss
Replay is provable, not heuristic.
π Exact Replay (Not Approximate Reconstruction)
Replay in SSUM-STAR is deterministic unfolding:
state_0 + delta_1 + delta_2 + ... + delta_n
Which means:
- identical replay across machines
- identical replay years later
- identical replay with or without indexes
Missing data stays missing.
Faults remain faults.
Nothing is interpolated. Nothing is fabricated.
π§± Structural Compression vs Classical Compression
Classical compression focuses on:
- byte patterns
- statistical redundancy
- size reduction
It does not preserve:
- intrinsic order
- replay semantics
- structural continuity
- auditability
SSUM-STAR focuses on:
- invariant preservation
- deterministic ordering
- structural time
- exact replay
Compression happens only if structure allows it β never at the expense of truth.
π Architecture: Truth vs Convenience
SSUM-STAR enforces a hard separation:
Structural Timeline β .star
- authoritative
- replayable
- auditable
- sufficient on its own
Index β .star.idx
- optional
- disposable
- rebuildable
- never authoritative
Design rule:
truth -> .starnavigation -> .star.idx
Indexes accelerate seek.
They never define correctness.
π Deterministic Indexed Seek
SSUM-STAR supports deterministic seek:
- by row index
- by structural time
Seek works by:
- resolving the nearest anchor
- replaying deterministically forward
Even without byte offsets, replay remains correct.
Safety always overrides speed.
π Benchmarks & Evidence (Executed, Reproducible)
SSUM-STAR ships with executed, real-world datasets, not synthetic demos.
Verified across all cases:
decode(encode(data)) == data- exact replay from any position
- deterministic results across machines and time
Representative cases included in the release:
- Financial time series (10K+ rows)
Stable cadence data showing strong structural compression with exact replay. - Sensor telemetry (~7K rows)
Gaps, faults, and missing values preserved exactly β nothing repaired or smoothed. - Infrastructure telemetry (200K+ rows, minute resolution)
Large-scale dataset compressed to a fraction of raw size while maintaining full replay correctness. - Irregular event logs (50K rows)
High-entropy data with minimal compression β correctness and auditability preserved by design.
Key observation:
Compression ratios vary by structure.
Replay fidelity, determinism, and audit correctness do not.
SSUM-STAR optimizes for truth first β size reduction is a consequence, not a requirement.
π¦ What You Get (Fully Open)
The SSUM-STAR release includes:
- full source code
- deterministic execution scripts
- Quickstart guide
- FAQ
- detailed architecture document
- executed benchmark cases
Everything runs:
- offline
- without randomness
- without external dependencies
- without databases or clocks
π Why SSUM-STAR Matters
SSUM-STAR demonstrates that:
- compression does not require loss
- time does not need to be stored
- replay does not require metadata
- audit does not require databases
It introduces a new class of artifact:
A compressed object that can be trusted as history itself.
π How SSUM-STAR Redefines Compression
Most compression systems answer only one question:
How small can this file be?
SSUM-STAR answers a different one:
Can this compressed artifact still be trusted as history?
This matters because modern systems increasingly require:
- long-term auditability
- deterministic replay
- offline verification
- reproducible science
- regulatory traceability
SSUM-STAR enables:
- auditable compressed archives
- replayable scientific datasets
- deterministic research pipelines
- offline, long-horizon storage with provable correctness
It reframes compression from storage optimization to historical preservation.
This is not an incremental improvement.
It is a new class of compression artifact.
π Repository & Source Code
Complete source code, scripts, and documentation:
https://github.com/OMPSHUNYAYA/SSUM-STAR
Master Index β Shunyaya Symbolic Mathematics:
https://github.com/OMPSHUNYAYA/Shunyaya-Symbolic-Mathematics-Master-Docs
Blogs:
https://shunyaya.blogspot.com
https://shunyaya.blog
π License
Creative Commons Attribution 4.0 International (CC BY 4.0)
Attribution is satisfied by referencing the project name SSUM-STAR.
No warranty; use at your own risk.
No redistribution of third-party raw data unless the original license explicitly permits it.
π Conclusion
SSUM-STAR shows that time itself can be compressed β
without approximation, without drift, and without losing truth.
Deterministic.
Offline.
Auditable.
Replay-exact.
A structural rethinking of what compression really means.
Disclaimer
Research and observation only.
Not intended for real-time control, safety-critical, medical, financial, legal, or operational decision-making.
OMP