diff --git a/.github/workflows/build_and_deploy.yml b/.github/workflows/build_and_deploy.yml index 2a819d7..244c8f8 100644 --- a/.github/workflows/build_and_deploy.yml +++ b/.github/workflows/build_and_deploy.yml @@ -1,6 +1,10 @@ name: Build report and deploy site -# Compiles document/main.tex to site/report.pdf and deploys the site via GitHub Pages +# Pipeline: generate -> verify -> build -> deploy. +# +# Generated artifacts (sweep CSVs, site/data.json, report figures, report.pdf) are NOT tracked in git + +# Requires: Settings -> Pages -> Source = "GitHub Actions". on: push: @@ -17,15 +21,74 @@ concurrency: group: pages cancel-in-progress: true +env: + GENERATED_PATHS: | + utils/all_size_capped_candidates.csv + utils/all_unbound_candidates.csv + utils/global_X_thresholds.csv + utils/master_extremes_summary.csv + site/data.json + document/content/images/sieve_step*.png + document/content/images/concentric_diagram.png + document/content/images/scatter_plot.png + document/content/images/comparison_regular.png + document/content/images/comparison_normalized.png + document/content/images/ideal_candidate_balanced.png + document/content/images/ideal_candidate_best.png + jobs: + generate: + runs-on: ubuntu-latest + timeout-minutes: 90 + container: + image: sagemath/sagemath:10.4 # pinned; bump deliberately and re-verify + options: --user root # image's default user cannot write the runner workspace + steps: + - uses: actions/checkout@v4 + + - name: Restore generated artifacts (keyed on generator sources) + id: cache + uses: actions/cache@v4 + with: + path: ${{ env.GENERATED_PATHS }} + key: generated-v1-${{ hashFiles('costs.sage', 'security.sage', 'slhdsa-2to40.sage', 'stateful.sage', 'export_site_data.sage', 'octopus_pmf.py', 'utils/*.py', 'Makefile') }} + + - name: Generate (sweeps, derived tables, data.json, figures) + if: steps.cache.outputs.cache-hit != 'true' + run: | + apt-get update -qq && apt-get install -y -qq make + sage -pip install --quiet --no-cache-dir pandas seaborn + make sweeps derived data figures PYTHON="sage -python" + + - name: Upload generated artifacts + uses: actions/upload-artifact@v4 + with: + name: generated + path: ${{ env.GENERATED_PATHS }} + build_and_deploy: + needs: generate runs-on: ubuntu-latest environment: name: github-pages url: ${{ steps.deployment.outputs.page_url }} steps: - - name: Set up Git repository - uses: actions/checkout@v4 + - uses: actions/checkout@v4 + + - name: Place generated artifacts into the tree + uses: actions/download-artifact@v4 + with: + name: generated + + - uses: actions/setup-python@v5 + with: + python-version: '3.12' + - uses: actions/setup-node@v4 + with: + node-version: '22' + + - name: Regression suite (generated artifacts required) + run: GENERATED_REQUIRED=1 python3 tests/test_regression.py - name: Compile report uses: xu-cheng/latex-action@v3 @@ -39,14 +102,18 @@ jobs: - name: Upload Pages artifact uses: actions/upload-pages-artifact@v3 with: - path: . # whole repo, preserving the /site/... URL structure + path: . # whole tree, preserving the /site/... URL structure - name: Deploy to GitHub Pages id: deployment uses: actions/deploy-pages@v4 - - name: Attach report to release (tags only) + - name: Attach data + report to release (tags only) if: startsWith(github.ref, 'refs/tags/') uses: softprops/action-gh-release@v2 with: - files: site/report.pdf + files: | + site/report.pdf + site/data.json + utils/all_size_capped_candidates.csv + utils/all_unbound_candidates.csv diff --git a/.gitignore b/.gitignore index 8d178ed..ec282da 100644 --- a/.gitignore +++ b/.gitignore @@ -2,9 +2,22 @@ *.sage.py -# Generated sweep outputs +# Generated artifacts utils/outputs_specialized/ candidates.csv +utils/all_size_capped_candidates.csv +utils/all_unbound_candidates.csv +utils/global_X_thresholds.csv +utils/master_extremes_summary.csv +site/data.json +document/main.pdf +document/content/images/sieve_step*.png +document/content/images/concentric_diagram.png +document/content/images/scatter_plot.png +document/content/images/comparison_regular.png +document/content/images/comparison_normalized.png +document/content/images/ideal_candidate_balanced.png +document/content/images/ideal_candidate_best.png # Compiled report — built and deployed by CI (.github/workflows/build_and_deploy.yml) site/report.pdf diff --git a/Makefile b/Makefile new file mode 100644 index 0000000..f181298 --- /dev/null +++ b/Makefile @@ -0,0 +1,74 @@ +# Single entrypoint for regenerating every derived artifact. +# +# make generate — everything below, in dependency order +# make sweeps — the two parameter sweeps -> utils/*.csv (sage) +# make derived — thresholds + extremes from the sweep CSVs (python) +# make data — site/data.json for both site pages (sage) +# make figures — report figures from the generated data (python) +# make test — regression suite (validates artifacts <-> model) +# make clean-generated + +SAGE ?= sage +PYTHON ?= python3 + +UTILS := utils +IMAGES := document/content/images + +CSV_CAPPED := $(UTILS)/all_size_capped_candidates.csv +CSV_UNBOUND := $(UTILS)/all_unbound_candidates.csv + +.PHONY: generate sweeps derived data figures test clean-generated + +generate: sweeps derived data figures test + +sweeps: + $(SAGE) slhdsa-2to40.sage --max-size 7856 > /dev/null + mv candidates.csv $(CSV_CAPPED) + $(SAGE) slhdsa-2to40.sage --max-size 99999999 > /dev/null + mv candidates.csv $(CSV_UNBOUND) + +derived: + cd $(UTILS) && $(PYTHON) min_mult_search.py + $(PYTHON) $(UTILS)/extremes_summary.py + +data: + $(SAGE) export_site_data.sage + +figures: + cd $(IMAGES) && $(PYTHON) ../../../$(UTILS)/sieve_search_draw.py \ + --input ../../../$(CSV_UNBOUND) --weights 1,1,1,1,1 --suffix _1 + cd $(IMAGES) && $(PYTHON) ../../../$(UTILS)/sieve_search_draw.py \ + --input ../../../$(CSV_UNBOUND) --weights 5,1,1.5,2,1 --suffix _2 + cd $(UTILS) && $(PYTHON) venn_diagram_draw.py + mv $(UTILS)/euler_custom_minimax.png $(IMAGES)/concentric_diagram.png + cd $(IMAGES) && $(PYTHON) ../../../$(UTILS)/plot_concept_scatter.py + mv $(IMAGES)/conceptual_bounded_zones_origin_vector.png $(IMAGES)/scatter_plot.png + # Report Sec. "Metric-Normalized Weighted Distance": method comparison + cd $(IMAGES) && $(PYTHON) ../../../$(UTILS)/sieve_search_draw.py \ + --input ../../../$(CSV_UNBOUND) --figure focus --distance regular \ + --x-size 0.75 --x-kg 5 --x-sg 5 --x-sv 1.5 --x-cb 1 \ + --weights 5,1.5,1.5,2,1 --out comparison_regular.png + cd $(IMAGES) && $(PYTHON) ../../../$(UTILS)/sieve_search_draw.py \ + --input ../../../$(CSV_UNBOUND) --figure focus --distance normalized \ + --x-size 0.75 --x-kg 5 --x-sg 5 --x-sv 1.5 --x-cb 1 \ + --weights 5,1.5,1.5,2,1 --out comparison_normalized.png + # Report Sec. "Recommended Candidate Tuple": the two surviving candidates + cd $(IMAGES) && $(PYTHON) ../../../$(UTILS)/sieve_search_draw.py \ + --input ../../../$(CSV_UNBOUND) --figure focus --distance regular --annotate \ + --x-size 0.74 --x-kg 2 --x-sg 2 --x-sv 0.8 --x-cb 1 \ + --weights 5,1,1,2,1 --out ideal_candidate_balanced.png + cd $(IMAGES) && $(PYTHON) ../../../$(UTILS)/sieve_search_draw.py \ + --input ../../../$(CSV_UNBOUND) --figure focus --distance normalized --annotate \ + --x-size 0.74 --x-kg 2 --x-sg 2 --x-sv 0.8 --x-cb 1 \ + --weights 5,1,1,2,1 --out ideal_candidate_best.png + +test: + $(PYTHON) tests/test_regression.py + +clean-generated: + rm -f $(CSV_CAPPED) $(CSV_UNBOUND) + rm -f $(UTILS)/global_X_thresholds.csv $(UTILS)/master_extremes_summary.csv + rm -f site/data.json site/report.pdf + rm -f $(IMAGES)/sieve_step*.png $(IMAGES)/concentric_diagram.png $(IMAGES)/scatter_plot.png + rm -f $(IMAGES)/comparison_regular.png $(IMAGES)/comparison_normalized.png + rm -f $(IMAGES)/ideal_candidate_balanced.png $(IMAGES)/ideal_candidate_best.png diff --git a/README.md b/README.md index 6a00086..04ea3b7 100644 --- a/README.md +++ b/README.md @@ -7,7 +7,7 @@ Scripts for exploring SPHINCS+ parameter tradeoffs, computing security levels, s - [octopus_pmf.py](octopus_pmf.py) computes the PMF of the Octopus authentication set size (MIT license, from https://github.com/MehdiAbri/PORS-FP) - [slhdsa-2to40.sage](slhdsa-2to40.sage) sweeps SLH-DSA parameter tuples and filters them by security level and signature size - [run_experiments.py](run_experiments.py) runs the full parameter sweep and writes results to CSV -- [export_site_data.sage](export_site_data.sage) exports [site/data.json](site/data.json), the dataset both site pages load (run after regenerating the sweep CSVs) +- [export_site_data.sage](export_site_data.sage) exports `site/data.json`, the dataset both site pages load - [utils/](utils/) helper scripts for searching and visualising the parameter space - [tests/](tests/) regression suite, run `python3 tests/test_regression.py` - [document/](document/) LaTeX source for the accompanying technical report diff --git a/costs.sage b/costs.sage index 8261f8d..7251d02 100644 --- a/costs.sage +++ b/costs.sage @@ -39,23 +39,38 @@ hashbytes = 16 # 16 bytes = 128 bits counter_size = 4 # 4 bytes = 32 bits randomness_size = 16 # 16 bytes = 128 bits -# Compression function calls per hash operation -# SHA-256 block size = 512 bits, with 65 bits for padding/length -# Each value = number of compression calls for that operation +# ----------------------------------------------------------------------------- +# Hash-cost convention +# ----------------------------------------------------------------------------- +# Two SHA-256 compression-counting conventions are supported, selected via the +# HASH_CONVENTION environment variable ('cached' or 'uncached'): +# +# cached (default): FIPS 205 SHA-2 layout with the PK.seed midstate cached +# +# uncached: the original convention of this script: every call pays for its full input (2 compressions) +# +# Usage: HASH_CONVENTION=uncached sage costs.sage --params ... +# +HASH_CONVENTION = os.environ.get('HASH_CONVENTION', 'cached').lower() +assert HASH_CONVENTION in ('cached', 'uncached'), ( + "HASH_CONVENTION must be 'cached' or 'uncached', got %r" % HASH_CONVENTION) + C_Th1 = 1 # Tweakable hash, 1-block: PKseed (128) + Tweak (96) + m1 (128) C_Th1c = 1 # Tweakable hash, 1-block + counter: PKseed + Tweak + m1 + counter (32) -C_Th2 = 2 # Tweakable hash, 2-block: PKseed + Tweak + m1 + m2 +C_Th2 = 1 if HASH_CONVENTION == 'cached' else 2 # Tweakable hash with hash convention C_Hmsg = 2 # Message hash: PKseed + PKroot (128) + R (256) + m (256) C_PRFmsg = 2 # Message PRF: SKprf (128) + Opt + m (256) + counter C_PRF = 1 # PRF: PKseed + SKseed + Tweak def compute_Th(n): """ - Compute compression calls for tweakable hash of n values. + Compression calls for a tweakable hash over n hash-sized values, under the active HASH_CONVENTION - Input: PKseed (128) + Tweak (96) + n*hashbytes (n*128) + padding (65) - SHA-256 block size: 512 bits + cached: ceil((22*8 + 128*n + 65) / 512) + uncached: ceil((128 + 96 + 128*n + 65) / 512) """ + if HASH_CONVENTION == 'cached': + return ceil((22*8 + 128*n + 65)/512) return ceil((128 + 96 + 128*n + 65)/512) # ============================================================================= diff --git a/document/content/3-search.tex b/document/content/3-search.tex index 8d64eab..3294342 100644 --- a/document/content/3-search.tex +++ b/document/content/3-search.tex @@ -13,6 +13,11 @@ \subsection{Initial Search Conditions} We choose SLH-DSA-128s as the baseline for the search; this gives us an intuitive way to compare custom parameter sets against the standardized scheme on equal footing. +\subsection{Hash-Cost Convention} \label{sec:hash-convention} +All compression counts in this report use the \emph{midstate-cached} convention. The SHA-2 instantiation of FIPS~205 zero-pads $\mathsf{PK.seed}$ to a full 64-byte block precisely so that implementations can precompute the SHA-256 compression state after that block once per keypair and reuse it for every tweakable-hash call. Under this convention, each call therefore costs only its \emph{marginal} compressions over the compressed address $\mathsf{ADRS}_c$ (22 bytes) plus the payload and padding: a WOTS chain step or FORS leaf ($22 + 16$ bytes) costs one compression, and — importantly — a two-child Merkle node hash ($22 + 32$ bytes $= 497$ bits) also costs exactly \emph{one} compression. The message hash $H_{\mathsf{msg}}$ and $\mathsf{PRF}_{\mathsf{msg}}$ retain their uncached cost of two compressions, since their inputs begin with the randomizer $R$ or are HMAC-structured, so the midstate trick does not apply to them. + +Under this convention the SLH-DSA-128s baseline costs are: KeyGen $292{,}351$, SigGen $2{,}218{,}483$, and SigVer $2{,}155$ (average) / $3{,}891$ (worst-case) compressions. The original convention of the accompanying scripts, in which every call pays for its full input (a node hash then costs two compressions, giving the baseline SigVer $2{,}387$), remains available via the \texttt{HASH\_CONVENTION=uncached} environment flag. + \subsection{Toolset} The methodology described here uses a set of SageMath scripts available at \url{https://github.com/BlockstreamResearch/SPHINCS-Parameters}. @@ -32,7 +37,7 @@ \subsection{Sweep Strategy} \label{sec:sweep-strategy} \paragraph{Note:} All verification costs reported in this section are \emph{average-case}: they reflect the expected number of compressions for a uniformly random message. -The \emph{worst-case} verification cost is approximately $1.73\times$ the average for the standard parameter set ($4{,}123$ vs.\ $2{,}387$ compressions): the WOTS chain-walk component alone grows by up to ${\approx}1.94\times$, while the FORS and authentication-path costs are message-independent. +The \emph{worst-case} verification cost is approximately $1.81\times$ the average for the standard parameter set ($3{,}891$ vs.\ $2{,}155$ compressions): the WOTS chain-walk component alone grows by up to ${\approx}1.94\times$, while the FORS and authentication-path costs are message-independent. The worst case depends solely on the message being signed — it cannot be influenced by the verifier. We also use an \emph{average-case} signing cost, while the \emph{worst-case} does not significantly increase the number of compressions required to generate a signature. @@ -53,17 +58,17 @@ \subsubsection{Case 1: Best in Class} \textbf{Award Category} & \textbf{Tuple $(h, d, k, a, w)$} & \textbf{Size (B)} & \textbf{VS std, \%} & \textbf{KeyGen ($C$)} & \textbf{VS std, $\times$} & \textbf{SigGen ($C$)} & \textbf{VS std, $\times$} & \textbf{SigVer ($C$)} & \textbf{VS std, $\times$} & \textbf{$\rho$ ($C$/B)} \\ \midrule %--- -\texttt{STANDARD} Baseline & $(63, 7, 14, 12, 16)$ & $7856$ & $+0.0\%$ & $2.93 \times 10^5$ & $1.00$ & $2.28 \times 10^6$ & $1.00$ & $2387$ & $1.00$ & $0.30$ \\ +\texttt{STANDARD} Baseline & $(63, 7, 14, 12, 16)$ & $7856$ & $+0.0\%$ & $2.92 \times 10^5$ & $1.00$ & $2.22 \times 10^6$ & $1.00$ & $2155$ & $1.00$ & $0.27$ \\ %--- -Smallest Signature & $(50, 2, 6, 20, 256)$ & \textcolor{green}{$3408$} & \textcolor{green}{$-56.6\%$} & \textcolor{red}{$1.55 \times 10^{11}$} & \textcolor{red}{$5.29 \times 10^5$} & \textcolor{red}{$3.10 \times 10^{11}$} & \textcolor{red}{$1.36 \times 10^5$} & \textcolor{red}{$4953$} & \textcolor{red}{$2.07$} & \textcolor{red}{$1.45$} \\ +Smallest Signature & $(50, 2, 6, 20, 256)$ & \textcolor{green}{$3408$} & \textcolor{green}{$-56.6\%$} & \textcolor{red}{$1.55 \times 10^{11}$} & \textcolor{red}{$5.30 \times 10^5$} & \textcolor{red}{$3.10 \times 10^{11}$} & \textcolor{red}{$1.40 \times 10^5$} & \textcolor{red}{$4780$} & \textcolor{red}{$2.22$} & \textcolor{red}{$1.40$} \\ %--- -Fastest Keygen & $(40, 10, 9, 17, 32)$ & \textcolor{red}{$7728$} & \textcolor{red}{$-1.6\%$} & \textcolor{green}{$1.45 \times 10^4$} & \textcolor{green}{$0.05$} & \textcolor{orange}{$4.86 \times 10^6$} & \textcolor{orange}{$2.13$} & \textcolor{orange}{$4820$} & \textcolor{orange}{$2.02$} & \textcolor{orange}{$0.62$} \\ +Fastest Keygen & $(40, 10, 9, 17, 32)$ & \textcolor{red}{$7728$} & \textcolor{red}{$-1.6\%$} & \textcolor{green}{$1.45 \times 10^4$} & \textcolor{green}{$0.05$} & \textcolor{orange}{$3.68 \times 10^6$} & \textcolor{orange}{$1.66$} & \textcolor{orange}{$4627$} & \textcolor{orange}{$2.15$} & \textcolor{orange}{$0.60$} \\ %--- -Fastest Signing & $(40, 8, 23, 8, 32)$ & \textcolor{red}{$7552$} & \textcolor{red}{$-3.9\%$} & \textcolor{green}{$2.90 \times 10^4$} & \textcolor{green}{$0.10$} & \textcolor{green}{$2.55 \times 10^5$} & \textcolor{green}{$0.11$} & \textcolor{orange}{$4016$} & \textcolor{orange}{$1.68$} & \textcolor{orange}{$0.53$} \\ +Fastest Signing & $(40, 8, 23, 8, 32)$ & \textcolor{red}{$7552$} & \textcolor{red}{$-3.9\%$} & \textcolor{green}{$2.90 \times 10^4$} & \textcolor{green}{$0.10$} & \textcolor{green}{$2.49 \times 10^5$} & \textcolor{green}{$0.11$} & \textcolor{orange}{$3792$} & \textcolor{orange}{$1.76$} & \textcolor{orange}{$0.50$} \\ %--- -Fastest Verification & $(50, 2, 7, 17, 16)$ & \textcolor{green}{$3952$} & \textcolor{green}{$-49.7\%$} & \textcolor{red}{$1.92 \times 10^{10}$} & \textcolor{red}{$6.55 \times 10^4$} & \textcolor{red}{$3.84 \times 10^{10}$} & \textcolor{red}{$1.68 \times 10^4$} & \textcolor{green}{$894$} & \textcolor{green}{$0.37$} & \textcolor{green}{$0.23$} \\ +Fastest Verification & $(50, 2, 6, 20, 16)$ & \textcolor{green}{$3952$} & \textcolor{green}{$-49.7\%$} & \textcolor{red}{$1.92 \times 10^{10}$} & \textcolor{red}{$6.55 \times 10^4$} & \textcolor{red}{$3.83 \times 10^{10}$} & \textcolor{red}{$1.73 \times 10^4$} & \textcolor{green}{$724$} & \textcolor{green}{$0.34$} & \textcolor{green}{$0.18$} \\ %--- -Best Density Ratio (\texorpdfstring{$\rho$}{rho}) & $(50, 2, 23, 15, 16)$ & \textcolor{red}{$7824$} & \textcolor{red}{$-0.4\%$} & \textcolor{red}{$1.92 \times 10^{10}$} & \textcolor{red}{$6.55 \times 10^4$} & \textcolor{red}{$3.84 \times 10^{10}$} & \textcolor{red}{$1.68 \times 10^4$} & \textcolor{green}{$1366$} & \textcolor{green}{$0.57$} & \textcolor{green}{$0.17$} \\ +Best Density Ratio (\texorpdfstring{$\rho$}{rho}) & $(40, 2, 18, 20, 16)$ & \textcolor{red}{$7824$} & \textcolor{red}{$-0.4\%$} & \textcolor{red}{$5.99 \times 10^{8}$} & \textcolor{red}{$2.05 \times 10^3$} & \textcolor{red}{$1.25 \times 10^{9}$} & \textcolor{red}{$5.65 \times 10^2$} & \textcolor{green}{$969$} & \textcolor{green}{$0.45$} & \textcolor{green}{$0.12$} \\ \bottomrule \end{tabular}% } @@ -81,7 +86,7 @@ \subsubsection{Case 2: Balanced Metrics} \label{fig:concentric_minimax} \end{figure} -Naturally, the smaller the multiplier $X$, the fewer candidates survive the filter. A clear winner emerges at $X \approx 0.8842$; let us see how compelling it actually is (Table~\ref{tab:optimal_candidate_metrics}). +Naturally, the smaller the multiplier $X$, the fewer candidates survive the filter. A clear winner emerges at $X \approx 0.8669$; let us see how compelling it actually is (Table~\ref{tab:optimal_candidate_metrics}). \begin{table}[h!] \centering @@ -92,12 +97,12 @@ \subsubsection{Case 2: Balanced Metrics} \toprule \textbf{Metric} & \textbf{Standard Baseline} & \textbf{Optimal Candidate} & \textbf{Ratio} \\ \midrule - Parameters $(h, d, k, a, w)$ & $(63, 7, 14, 12, 16)$ & $(40, 5, 24, 8, 16)$ & -- \\ - Signature Size (Bytes) & $7{,}856$ & $6{,}912$ & $0.8798\times$ \\ - Key Generation Cost & $292{,}862$ & $146{,}430$ & $0.5000\times$ \\ - Signing Cost & $2{,}279{,}391$ & $756{,}689$ & $0.3320\times$ \\ - Verification Cost & $2{,}387$ & $1{,}857$ & $0.7780\times$ \\ - Compression per Byte ($\rho$) & $0.3038$ & $0.2686$ & $0.8842\times$ \\ + Parameters $(h, d, k, a, w)$ & $(63, 7, 14, 12, 16)$ & $(40, 5, 19, 10, 16)$ & -- \\ + Signature Size (Bytes) & $7{,}856$ & $6{,}800$ & $0.8656\times$ \\ + Key Generation Cost & $292{,}351$ & $146{,}175$ & $0.5000\times$ \\ + Signing Cost & $2{,}218{,}483$ & $789{,}234$ & $0.3558\times$ \\ + Verification Cost & $2{,}155$ & $1{,}617$ & $0.7503\times$ \\ + Compression per Byte ($\rho$) & $0.2743$ & $0.2377$ & $0.8669\times$ \\ \bottomrule \end{tabular} \end{table} @@ -189,9 +194,9 @@ \subsubsection{Case 3: Adaptive Search} \label{fig:full_filtering_process} \end{figure} -We start with \emph{19,437} candidates. The signature-size filter trims the pool to \emph{6,141}; the next filter (KeyGen) cuts it by more than $7\times$. Each subsequent filter prunes further, leaving \emph{60} final candidates for inspection. +We start with \emph{19,437} candidates. The signature-size filter trims the pool to \emph{6,141}; the next filter (KeyGen) cuts it by more than $7\times$. Each subsequent filter prunes further, leaving \emph{61} final candidates for inspection. -With the final 60 candidates in hand, we are ready to pick a winner. +With the final 61 candidates in hand, we are ready to pick a winner. For each surviving candidate $P$, let $\widetilde{X}_i$ denote the ratio of the candidate's value for metric $i$ to the corresponding standard value, where $i \in \{\text{size}, \text{kg}, \text{sg}, \text{sv}, \text{cb}\}$. Working with ratios rather than raw values keeps the five axes on a common, dimensionless scale. The Euclidean distance from the origin to $P$ is then \begin{equation} @@ -248,10 +253,10 @@ \subsection{Decisional Weights} \label{sec:decisional-weights} \midrule Parameters $(h, d, k, a, w)$ & $(63, 7, 14, 12, 16)$ & $(40, 5, 19, 9, 16)$ & -- \\ Signature Size (Bytes) & $7,856$ & $6,496$ & $0.8269\times$ \\ - Key Generation Cost & $292,862$ & $146,430$ & $0.5000\times$ \\ - Signing Cost & $2,279,391$ & $771,034$ & $0.3383\times$ \\ - Verification Cost & $2,387$ & $1,809$ & $0.7579\times$ \\ - Compression per Byte ($\rho$) & $0.3038$ & $0.2785$ & $0.9167\times$ \\ + Key Generation Cost & $292,351$ & $146,175$ & $0.5000\times$ \\ + Signing Cost & $2,218,483$ & $760,050$ & $0.3426\times$ \\ + Verification Cost & $2,155$ & $1,598$ & $0.7415\times$ \\ + Compression per Byte ($\rho$) & $0.2743$ & $0.2460$ & $0.8968\times$ \\ \bottomrule \end{tabular} \end{table} @@ -280,10 +285,10 @@ \subsection{Decisional Weights} \label{sec:decisional-weights} \midrule Parameters $(h, d, k, a, w)$ & $(63, 7, 14, 12, 16)$ & $(40, 5, 13, 12, 16)$ & -- \\ Signature Size (Bytes) & $7,856$ & $6,160$ & $0.7841\times$ \\ - Key Generation Cost & $292,862$ & $146,430$ & $0.5000\times$ \\ - Signing Cost & $2,279,391.0$ & $945,124$ & $0.4146\times$ \\ - Verification Cost & $2,387.0$ & $1,771$ & $0.7419\times$ \\ - Compression per Byte ($\rho$) & $0.3038$ & $0.2875$ & $0.9463\times$ \\ + Key Generation Cost & $292,351$ & $146,175$ & $0.5000\times$ \\ + Signing Cost & $2,218,483$ & $890,614$ & $0.4015\times$ \\ + Verification Cost & $2,155$ & $1,575$ & $0.7309\times$ \\ + Compression per Byte ($\rho$) & $0.2743$ & $0.2557$ & $0.9321\times$ \\ \bottomrule \end{tabular} \end{table} @@ -365,10 +370,10 @@ \subsection{Metric-Normalized Weighted Distance} \label{sec:normalized-weights} \midrule Parameters $(h, d, k, a, w)$ & $(63, 7, 14, 12, 16)$ & $(40, 4, 9, 16, 16)$ & -- & $(45, 5, 12, 11, 16)$ & -- \\ Signature Size (Bytes) & $7{,}856$ & $5{,}344$ & $0.6802\times$ & $5{,}840$ & $0.7434\times$ \\ -Key Generation Cost & $292{,}862$ & $585{,}726$ & $2.0000\times$ & $292{,}862$ & $1.0000\times$ \\ -Signing Cost & $2{,}279{,}391$ & $4{,}702{,}189$ & $2.0629\times$ & $1{,}562{,}598$ & $0.6855\times$ \\ -Verification Cost & $2{,}387$ & $1{,}470$ & $0.6158\times$ & $1{,}732$ & $0.7256\times$ \\ -Compression per Byte ($\rho$) & $0.3038$ & $0.2750$ & $0.9053\times$ & $0.2965$ & $0.9761\times$ \\ +Key Generation Cost & $292{,}351$ & $584{,}703$ & $2.0000\times$ & $292{,}351$ & $1.0000\times$ \\ +Signing Cost & $2{,}218{,}483$ & $4{,}108{,}282$ & $1.8518\times$ & $1{,}535{,}479$ & $0.6921\times$ \\ +Verification Cost & $2{,}155$ & $1{,}286$ & $0.5968\times$ & $1{,}555$ & $0.7216\times$ \\ +Compression per Byte ($\rho$) & $0.2743$ & $0.2406$ & $0.8773\times$ & $0.2663$ & $0.9707\times$ \\ \bottomrule \end{tabular}% } @@ -426,10 +431,10 @@ \section{Recommended Candidate Tuple} \label{sec:ideal-examples} \midrule Parameters $(h, d, k, a, w)$ & $(63, 7, 14, 12, 16)$ & $(45, 5, 10, 13, 16)$ & -- & $(45, 5, 8, 16, 16)$ & -- \\ Signature Size (Bytes) & $7{,}856$ & $5{,}776$ & $0.7352\times$ & $5{,}712$ & $0.7271\times$ \\ -Key Generation Cost & $292{,}862$ & $292{,}862$ & $1.0000\times$ & $292{,}862$ & $1.0000\times$ \\ -Signing Cost & $2{,}279{,}391$ & $1{,}791{,}978$ & $0.7862\times$ & $3{,}561{,}453$ & $1.5625\times$ \\ -Verification Cost & $2{,}387$ & $1{,}726$ & $0.7231\times$ & $1{,}719$ & $0.7202\times$ \\ -Compression per Byte ($\rho$) & $0.3038$ & $0.2988$ & $0.9835\times$ & $0.3009$ & $0.9905\times$ \\ +Key Generation Cost & $292{,}351$ & $292{,}351$ & $1.0000\times$ & $292{,}351$ & $1.0000\times$ \\ +Signing Cost & $2{,}218{,}483$ & $1{,}707{,}512$ & $0.7697\times$ & $3{,}034{,}618$ & $1.3679\times$ \\ +Verification Cost & $2{,}155$ & $1{,}550$ & $0.7193\times$ & $1{,}546$ & $0.7174\times$ \\ +Compression per Byte ($\rho$) & $0.2743$ & $0.2684$ & $0.9783\times$ & $0.2707$ & $0.9867\times$ \\ \bottomrule \end{tabular} } @@ -438,28 +443,28 @@ \section{Recommended Candidate Tuple} \label{sec:ideal-examples} As the table makes clear, the two survivors represent distinct operational trade-offs. \begin{itemize} \item Candidate~1 offers a well-rounded improvement: signature size, signing cost, and verification cost all decrease relative to the standard. - \item Candidate~2 pushes further on size and verification, but at a concrete price - its signing cost exceeds the standard by more than $1.5\times$, making it suitable only in contexts where signing latency is secondary. + \item Candidate~2 pushes further on size and verification, but at a concrete price - its signing cost exceeds the standard by roughly $1.37\times$, making it suitable only in contexts where signing latency is secondary. \end{itemize} -Under the regular weighted distance of Equation~\eqref{eq:weighted_euclidean_distance}, Candidate~1 attains the smallest distance for any weight vector that does not entirely discount signing cost: Candidate~2's advantages are marginal ($64$~B of size, $7$ compressions of verification) while its signing cost is roughly $2\times$ higher. Note that the metric-normalized distance of Section~\ref{sec:normalized-weights} is not informative in this specific case: with only two survivors, every axis collapses to its endpoints $\{0, 1\}$, and the ranking degenerates into a bare comparison of weight sums. +Under the regular weighted distance of Equation~\eqref{eq:weighted_euclidean_distance}, Candidate~1 attains the smallest distance for any weight vector that does not entirely discount signing cost: Candidate~2's advantages are marginal ($64$~B of size, $4$ compressions of verification) while its signing cost is roughly $1.8\times$ higher. Note that the metric-normalized distance of Section~\ref{sec:normalized-weights} is not informative in this specific case: with only two survivors, every axis collapses to its endpoints $\{0, 1\}$, and the ranking degenerates into a bare comparison of weight sums. The results of the search are presented in Figure~\ref{fig:ideal_distance_plot}. \begin{figure}[htbp] \centering \begin{subfigure}[b]{0.49\textwidth} \centering \includegraphics[width=\textwidth]{content/images/ideal_candidate_balanced.png} - \caption{Balanced Candidate} + \caption{Regular weighted distance: Candidate~1 wins} \label{fig:ideal-balanced} \end{subfigure} \hfill \begin{subfigure}[b]{0.49\textwidth} \centering \includegraphics[width=\textwidth]{content/images/ideal_candidate_best.png} - \caption{The Best Candidate} + \caption{Metric-normalised distance degenerates to Candidate~2} \label{fig:ideal-best} \end{subfigure} -\caption{Visualization of Found Candidates After the Search} +\caption{The Two Surviving Candidates under Both Distance Criteria} \label{fig:ideal_distance_plot} \end{figure} -The interactive visualization used to produce Figure~\ref{fig:distance_result_comparison}, Figure~\ref{fig:ideal_distance_plot} is publicly available at \url{https://mjthatch.github.io/SPHINCS-Parameters/site/}. \ No newline at end of file +All figures and tables in this report are generated by the accompanying pipeline (\texttt{make generate}). An interactive explorer that reproduces these searches, including the filter coefficients, decisional weights, and distance criteria used above — is publicly available at \url{https://mjthatch.github.io/SPHINCS-Parameters/site/}. \ No newline at end of file diff --git a/document/content/images/comparison_normalized.png b/document/content/images/comparison_normalized.png deleted file mode 100644 index 74d9da1..0000000 Binary files a/document/content/images/comparison_normalized.png and /dev/null differ diff --git a/document/content/images/comparison_regular.png b/document/content/images/comparison_regular.png deleted file mode 100644 index 02b5c94..0000000 Binary files a/document/content/images/comparison_regular.png and /dev/null differ diff --git a/document/content/images/concentric_diagram.png b/document/content/images/concentric_diagram.png deleted file mode 100644 index d61329a..0000000 Binary files a/document/content/images/concentric_diagram.png and /dev/null differ diff --git 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b/document/content/images/sieve_step6_rho.png deleted file mode 100644 index b335ac0..0000000 Binary files a/document/content/images/sieve_step6_rho.png and /dev/null differ diff --git a/document/content/images/sieve_step7_distance_1.png b/document/content/images/sieve_step7_distance_1.png deleted file mode 100644 index becaa95..0000000 Binary files a/document/content/images/sieve_step7_distance_1.png and /dev/null differ diff --git a/document/content/images/sieve_step7_distance_2.png b/document/content/images/sieve_step7_distance_2.png deleted file mode 100644 index b6822d9..0000000 Binary files a/document/content/images/sieve_step7_distance_2.png and /dev/null differ diff --git a/export_site_data.sage b/export_site_data.sage index 8129400..0087cf2 100644 --- a/export_site_data.sage +++ b/export_site_data.sage @@ -140,8 +140,9 @@ def sweep_scheme(scheme): pools = {} if 'SPX' in schemes: pairs = _hd_pairs() - spx_considered = len(pairs) * len(GRID['w']) \ - * (GRID['k'][1] - GRID['k'][0] + 1) * (GRID['a'][1] - GRID['a'][0] + 1) + spx_considered = (len(pairs) * len(GRID['w']) + * (GRID['k'][1] - GRID['k'][0] + 1) + * (GRID['a'][1] - GRID['a'][0] + 1)) pools['SPX'] = {'fields': POOL_FIELDS, 'considered': spx_considered, 'count': len(spx_rows), 'rows': spx_rows} print("SPX: {} rows (from CSV)".format(len(spx_rows)), file=sys.stderr) @@ -173,6 +174,8 @@ for ots_label, ots_type in (('TW', OTS_TW), ('WC', OTS_WC)): int(xmssmt_size_h(h, d, w, ots_type)), int(xmssmt_keygen_C_h(h, d, w, ots_type)), int(xmssmt_sign_bds_C_h(h, d, w, swn, ots_type)), + int(xmssmt_sign_cold_C_h(h, d, w, swn, ots_type)), + int(xmssmt_state_bytes(h, d, w, ots_type)), int(xmssmt_verify_C_h(h, d, w, swn, ots_type, worst_case=False)), int(xmssmt_verify_C_h(h, d, w, swn, ots_type, worst_case=True)), ]) @@ -188,6 +191,8 @@ for ots_label, ots_type in (('TW', OTS_TW), ('WC', OTS_WC)): int(uxmss_size(hsf, hsf, w, ots_type)), int(uxmss_keygen_C(hsf, w, ots_type)), int(uxmss_sign_C(1, hsf, w, swn, ots_type)), + int(uxmss_sign_cold_C(hsf, w, swn, ots_type)), + int(uxmss_state_bytes(hsf)), int(uxmss_verify_C(hsf, hsf, w, swn, ots_type, worst_case=False)), int(uxmss_verify_C(hsf, hsf, w, swn, ots_type, worst_case=True)), ]) @@ -204,7 +209,7 @@ def _commit(): data = { 'meta': { - 'version': 2, + 'version': 3, 'generator': 'export_site_data.sage', 'generated': datetime.date.today().isoformat(), 'commit': _commit(), @@ -212,6 +217,8 @@ data = { 'wc_pairs': WC_PAIRS, 'schemes': [s for s in ALL_SCHEMES if s in pools], 'uxmss_ref_size': UXMSS_REF, + 'hsf_max': int(HSF_MAX), + 'cost_convention': HASH_CONVENTION, }, 'baseline': baseline, 'pools': pools, @@ -220,12 +227,13 @@ data = { 'sg': baseline['sg'], 'sv': baseline['sv'], 'sv_worst': baseline['sv_worst'], 'qs_log2': 64}, 'xmssmt': { - 'fields': ['ots', 'h', 'd', 'w', 'size', 'kg', 'sg', 'sv', 'sv_worst'], + 'fields': ['ots', 'h', 'd', 'w', 'size', 'kg', 'sg', 'sg_cold', + 'state', 'sv', 'sv_worst'], 'rows': xmssmt_rows, }, 'uxmss': { 'fields': ['ots', 'w', 'hsf', 'sz_q1', 'sz_max', 'kg', 'sg', - 'sv_max', 'sv_max_worst'], + 'sg_cold', 'state', 'sv_max', 'sv_max_worst'], 'rows': uxmss_rows, }, }, diff --git a/site/data.json b/site/data.json deleted file mode 100644 index 372d05e..0000000 --- a/site/data.json +++ /dev/null @@ -1 +0,0 @@ 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8568830,25751711,1261,1261],[42,3,22,10,16,240,0,6108,8568830,25796767,1305,1305],[42,3,22,11,16,240,0,6460,8568830,25886879,1349,1349],[42,3,22,12,16,240,0,6812,8568830,26067103,1393,1393],[42,3,22,13,16,240,0,7164,8568830,26427551,1437,1437],[42,3,22,14,16,240,0,7516,8568830,27148447,1481,1481],[42,3,23,8,16,240,0,5548,8568830,25730205,1234,1234],[42,3,23,9,16,240,0,5916,8568830,25753757,1280,1280],[42,3,23,10,16,240,0,6284,8568830,25800861,1326,1326],[42,3,23,11,16,240,0,6652,8568830,25895069,1372,1372],[42,3,23,12,16,240,0,7020,8568830,26083485,1418,1418],[42,3,23,13,16,240,0,7388,8568830,26460317,1464,1464],[42,3,23,14,16,240,0,7756,8568830,27213981,1510,1510],[42,3,24,8,16,240,0,5692,8568830,25731227,1251,1251],[42,3,24,9,16,240,0,6076,8568830,25755803,1299,1299],[42,3,24,10,16,240,0,6460,8568830,25804955,1347,1347],[42,3,24,11,16,240,0,6844,8568830,25903259,1395,1395],[42,3,24,12,16,240,0,7228,8568830,26099867,1443,1443],[42,3,24,13,16,240,0,7612,8568830,26493083,1491,1491],[42,6,7,19,16,240,0,6024,66942,15082105,1862,1862],[42,6,7,20,16,240,0,6136,66942,29762169,1876,1876],[42,6,8,17,16,240,0,6088,66942,4596343,1869,1869],[42,6,8,18,16,240,0,6216,66942,8790647,1885,1885],[42,6,8,19,16,240,0,6344,66942,17179255,1901,1901],[42,6,8,20,16,240,0,6472,66942,33956471,1917,1917],[42,6,9,15,16,240,0,6088,66942,1581685,1868,1868],[42,6,9,16,16,240,0,6232,66942,2761333,1886,1886],[42,6,9,17,16,240,0,6376,66942,5120629,1904,1904],[42,6,9,18,16,240,0,6520,66942,9839221,1922,1922],[42,6,9,19,16,240,0,6664,66942,19276405,1940,1940],[42,6,9,20,16,240,0,6808,66942,38150773,1958,1958],[42,6,10,14,16,240,0,6184,66942,1057396,1880,1880],[42,6,10,15,16,240,0,6344,66942,1712756,1900,1900],[42,6,10,16,16,240,0,6504,66942,3023476,1920,1920],[42,6,10,17,16,240,0,6664,66942,5644916,1940,1940],[42,6,10,18,16,240,0,6824,66942,10887796,1960,1960],[42,6,10,19,16,240,0,6984,66942,21373556,1980,1980],[42,6,10,20,16,240,0,7144,66942,42345076,2000,2000],[42,6,11,13,16,240,0,6248,66942,762482,1887,1887],[42,6,11,14,16,240,0,6424,66942,1122930,1909,1909],[42,6,11,15,16,240,0,6600,66942,1843826,1931,1931],[42,6,11,16,16,240,0,6776,66942,3285618,1953,1953],[42,6,11,17,16,240,0,6952,66942,6169202,1975,1975],[42,6,11,18,16,240,0,7128,66942,11936370,1997,1997],[42,6,11,19,16,240,0,7304,66942,23470706,2019,2019],[42,6,11,20,16,240,0,7480,66942,46539378,2041,2041],[42,6,12,12,16,240,0,6280,66942,598640,1890,1890],[42,6,12,13,16,240,0,6472,66942,795248,1914,1914],[42,6,12,14,16,240,0,6664,66942,1188464,1938,1938],[42,6,12,15,16,240,0,6856,66942,1974896,1962,1962],[42,6,12,16,16,240,0,7048,66942,3547760,1986,1986],[42,6,12,17,16,240,0,7240,66942,6693488,2010,2010],[42,6,12,18,16,240,0,7432,66942,12984944,2034,2034],[42,6,12,19,16,240,0,7624,66942,25567856,2058,2058],[42,6,12,20,16,240,0,7816,66942,50733680,2082,2082],[42,6,13,11,16,240,0,6280,66942,508526,1889,1889],[42,6,13,12,16,240,0,6488,66942,615022,1915,1915],[42,6,13,13,16,240,0,6696,66942,828014,1941,1941],[42,6,13,14,16,240,0,6904,66942,1253998,1967,1967],[42,6,13,15,16,240,0,7112,66942,2105966,1993,1993],[42,6,13,16,16,240,0,7320,66942,3809902,2019,2019],[42,6,13,17,16,240,0,7528,66942,7217774,2045,2045],[42,6,13,18,16,240,0,7736,66942,14033518,2071,2071],[42,6,14,11,16,240,0,6472,66942,516717,1913,1913],[42,6,14,12,16,240,0,6696,66942,631405,1941,1941],[42,6,14,13,16,240,0,6920,66942,860781,1969,1969],[42,6,14,14,16,240,0,7144,66942,1319533,1997,1997],[42,6,14,15,16,240,0,7368,66942,2237037,2025,2025],[42,6,14,16,16,240,0,7592,66942,4072045,2053,2053],[42,6,14,17,16,240,0,7816,66942,7742061,2081,2081],[42,6,15,10,16,240,0,6424,66942,463467,1906,1906],[42,6,15,11,16,240,0,6664,66942,524907,1936,1936],[42,6,15,12,16,240,0,6904,66942,647787,1966,1966],[42,6,15,13,16,240,0,7144,66942,893547,1996,1996],[42,6,15,14,16,240,0,7384,66942,1385067,2026,2026],[42,6,15,15,16,240,0,7624,66942,2368107,2056,2056],[42,6,16,10,16,240,0,6600,66942,467561,1927,1927],[42,6,16,11,16,240,0,6856,66942,533097,1959,1959],[42,6,16,12,16,240,0,7112,66942,664169,1991,1991],[42,6,16,13,16,240,0,7368,66942,926313,2023,2023],[42,6,16,14,16,240,0,7624,66942,1450601,2055,2055],[42,6,17,9,16,240,0,6504,66942,436839,1914,1914],[42,6,17,10,16,240,0,6776,66942,471655,1948,1948],[42,6,17,11,16,240,0,7048,66942,541287,1982,1982],[42,6,17,12,16,240,0,7320,66942,680551,2016,2016],[42,6,17,13,16,240,0,7592,66942,959079,2050,2050],[42,6,18,9,16,240,0,6664,66942,438886,1934,1934],[42,6,18,10,16,240,0,6952,66942,475750,1970,1970],[42,6,18,11,16,240,0,7240,66942,549478,2006,2006],[42,6,18,12,16,240,0,7528,66942,696934,2042,2042],[42,6,18,13,16,240,0,7816,66942,991846,2078,2078],[42,6,19,9,16,240,0,6824,66942,440932,1953,1953],[42,6,19,10,16,240,0,7128,66942,479844,1991,1991],[42,6,19,11,16,240,0,7432,66942,557668,2029,2029],[42,6,19,12,16,240,0,7736,66942,713316,2067,2067],[42,6,20,8,16,240,0,6664,66942,422498,1932,1932],[42,6,20,9,16,240,0,6984,66942,442978,1972,1972],[42,6,20,10,16,240,0,7304,66942,483938,2012,2012],[42,6,20,1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25,1925],[48,6,14,12,16,240,0,6792,133886,1033069,1953,1953],[48,6,14,13,16,240,0,7016,133886,1262445,1981,1981],[48,6,14,14,16,240,0,7240,133886,1721197,2009,2009],[48,6,14,15,16,240,0,7464,133886,2638701,2037,2037],[48,6,14,16,16,240,0,7688,133886,4473709,2065,2065],[48,6,15,9,16,240,0,6280,133886,834411,1888,1888],[48,6,15,10,16,240,0,6520,133886,865131,1918,1918],[48,6,15,11,16,240,0,6760,133886,926571,1948,1948],[48,6,15,12,16,240,0,7000,133886,1049451,1978,1978],[48,6,15,13,16,240,0,7240,133886,1295211,2008,2008],[48,6,15,14,16,240,0,7480,133886,1786731,2038,2038],[48,6,15,15,16,240,0,7720,133886,2769771,2068,2068],[48,6,16,8,16,240,0,6184,133886,820073,1875,1875],[48,6,16,9,16,240,0,6440,133886,836457,1907,1907],[48,6,16,10,16,240,0,6696,133886,869225,1939,1939],[48,6,16,11,16,240,0,6952,133886,934761,1971,1971],[48,6,16,12,16,240,0,7208,133886,1065833,2003,2003],[48,6,16,13,16,240,0,7464,133886,1327977,2035,2035],[48,6,16,14,16,240,0,7720,133886,1852265,2067,2067],[48,6,17,8,16,240,0,6328,133886,821095,1892,1892],[48,6,17,9,16,240,0,6600,133886,838503,1926,1926],[48,6,17,10,16,240,0,6872,133886,873319,1960,1960],[48,6,17,11,16,240,0,7144,133886,942951,1994,1994],[48,6,17,12,16,240,0,7416,133886,1082215,2028,2028],[48,6,17,13,16,240,0,7688,133886,1360743,2062,2062],[48,6,18,8,16,240,0,6472,133886,822118,1910,1910],[48,6,18,9,16,240,0,6760,133886,840550,1946,1946],[48,6,18,10,16,240,0,7048,133886,877414,1982,1982],[48,6,18,11,16,240,0,7336,133886,951142,2018,2018],[48,6,18,12,16,240,0,7624,133886,1098598,2054,2054],[48,6,19,8,16,240,0,6616,133886,823140,1927,1927],[48,6,19,9,16,240,0,6920,133886,842596,1965,1965],[48,6,19,10,16,240,0,7224,133886,881508,2003,2003],[48,6,19,11,16,240,0,7528,133886,959332,2041,2041],[48,6,19,12,16,240,0,7832,133886,1114980,2079,2079],[48,6,20,8,16,240,0,6760,133886,824162,1944,1944],[48,6,20,9,16,240,0,7080,133886,844642,1984,1984],[48,6,20,10,16,240,0,7400,133886,885602,2024,2024],[48,6,20,11,16,240,0,7720,133886,967522,2064,2064],[48,6,21,8,16,240,0,6904,133886,825184,1961,1961],[48,6,21,9,16,240,0,7240,133886,846688,2003,2003],[48,6,21,10,16,240,0,7576,133886,889696,2045,2045],[48,6,22,8,16,240,0,7048,133886,826207,1979,1979],[48,6,22,9,16,240,0,7400,133886,848735,2023,2023],[48,6,22,10,16,240,0,7752,133886,893791,2067,2067],[48,6,23,8,16,240,0,7192,133886,827229,1996,1996],[48,6,23,9,16,240,0,7560,133886,850781,2042,2042],[48,6,24,8,16,240,0,7336,133886,828251,2013,2013],[48,6,24,9,16,240,0,7720,133886,852827,2061,2061],[48,8,7,18,16,240,0,7040,33470,7608313,2360,2360],[48,8,7,19,16,240,0,7152,33470,14948345,2374,2374],[48,8,7,20,16,240,0,7264,33470,29628409,2388,2388],[48,8,8,16,16,240,0,7088,33470,2365431,2365,2365],[48,8,8,17,16,240,0,7216,33470,4462583,2381,2381],[48,8,8,18,16,240,0,7344,33470,8656887,2397,2397],[48,8,8,19,16,240,0,7472,33470,17045495,2413,2413],[48,8,8,20,16,240,0,7600,33470,33822711,2429,2429],[48,8,9,14,16,240,0,7072,33470,858101,2362,2362],[48,8,9,15,16,240,0,7216,33470,1447925,2380,2380],[48,8,9,16,16,240,0,7360,33470,2627573,2398,2398],[48,8,9,17,16,240,0,7504,33470,4986869,2416,2416],[48,8,9,18,16,240,0,7648,33470,9705461,2434,2434],[48,8,9,19,16,240,0,7792,33470,19142645,2452,2452],[48,8,10,13,16,240,0,7152,33470,595956,2372,2372],[48,8,10,14,16,240,0,7312,33470,923636,2392,2392],[48,8,10,15,16,240,0,7472,33470,1578996,2412,2412],[48,8,10,16,16,240,0,7632,33470,2889716,2432,2432],[48,8,10,17,16,240,0,7792,33470,5511156,2452,2452],[48,8,11,12,16,240,0,7200,33470,448498,2377,2377],[48,8,11,13,16,240,0,7376,33470,628722,2399,2399],[48,8,11,14,16,240,0,7552,33470,989170,2421,2421],[48,8,11,15,16,240,0,7728,33470,1710066,2443,2443],[48,8,12,11,16,240,0,7216,33470,366576,2378,2378],[48,8,12,12,16,240,0,7408,33470,464880,2402,2402],[48,8,12,13,16,240,0,7600,33470,661488,2426,2426],[48,8,12,14,16,240,0,7792,33470,1054704,2450,2450],[48,8,13,10,16,240,0,7200,33470,321518,2375,2375],[48,8,13,11,16,240,0,7408,33470,374766,2401,2401],[48,8,13,12,16,240,0,7616,33470,481262,2427,2427],[48,8,13,13,16,240,0,7824,33470,694254,2453,2453],[48,8,14,9,16,240,0,7152,33470,296941,2369,2369],[48,8,14,10,16,240,0,7376,33470,325613,2397,2397],[48,8,14,11,16,240,0,7600,33470,382957,2425,2425],[48,8,14,12,16,240,0,7824,33470,497645,2453,2453],[48,8,15,9,16,240,0,7312,33470,298987,2388,2388],[48,8,15,10,16,240,0,7552,33470,329707,2418,2418],[48,8,15,11,16,240,0,7792,33470,391147,2448,2448],[48,8,16,8,16,240,0,7216,33470,284649,2375,2375],[48,8,16,9,16,240,0,7472,33470,301033,2407,2407],[48,8,16,10,16,240,0,7728,33470,333801,2439,2439],[48,8,17,8,16,240,0,7360,33470,285671,2392,2392],[48,8,17,9,16,240,0,7632,33470,303079,2426,2426],[48,8,18,8,16,240,0,7504,33470,286694,2410,2410],[48,8,18,9,16,240,0,7792,33470,305126,2446,2446],[48,8,19,8,16,240,0,7648,33470,287716,2427,2427],[48,8,20,8,16,240,0,7792,33470,288738,2444,2444],[49,7,6,20,16,240,0,6428,66942,25634875,2099,2099],[49,7,7,18,16,240,0,6540,66942,7809081,2112,2112],[49,7,7,19,16,240,0,6652,66942,15149113,2126,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90,1890],[42,6,13,13,16,240,0,6472,66942,828012,1914,1914],[42,6,13,14,16,240,0,6664,66942,1253996,1938,1938],[42,6,13,15,16,240,0,6856,66942,2105964,1962,1962],[42,6,13,16,16,240,0,7048,66942,3809900,1986,1986],[42,6,13,17,16,240,0,7240,66942,7217772,2010,2010],[42,6,13,18,16,240,0,7432,66942,14033516,2034,2034],[42,6,13,19,16,240,0,7624,66942,27665004,2058,2058],[42,6,13,20,16,240,0,7816,66942,54927980,2082,2082],[42,6,14,11,16,240,0,6280,66942,516714,1889,1889],[42,6,14,12,16,240,0,6488,66942,631402,1915,1915],[42,6,14,13,16,240,0,6696,66942,860778,1941,1941],[42,6,14,14,16,240,0,6904,66942,1319530,1967,1967],[42,6,14,15,16,240,0,7112,66942,2237034,1993,1993],[42,6,14,16,16,240,0,7320,66942,4072042,2019,2019],[42,6,14,17,16,240,0,7528,66942,7742058,2045,2045],[42,6,14,18,16,240,0,7736,66942,15082090,2071,2071],[42,6,15,10,16,240,0,6248,66942,463465,1885,1885],[42,6,15,11,16,240,0,6472,66942,524905,1913,1913],[42,6,15,12,16,240,0,6696,66942,647785,1941,1941],[42,6,15,13,16,240,0,6920,66942,893545,1969,1969],[42,6,15,14,16,240,0,7144,66942,1385065,1997,1997],[42,6,15,15,16,240,0,7368,66942,2368105,2025,2025],[42,6,15,16,16,240,0,7592,66942,4334185,2053,2053],[42,6,15,17,16,240,0,7816,66942,8266345,2081,2081],[42,6,16,10,16,240,0,6424,66942,467559,1906,1906],[42,6,16,11,16,240,0,6664,66942,533095,1936,1936],[42,6,16,12,16,240,0,6904,66942,664167,1966,1966],[42,6,16,13,16,240,0,7144,66942,926311,1996,1996],[42,6,16,14,16,240,0,7384,66942,1450599,2026,2026],[42,6,16,15,16,240,0,7624,66942,2499175,2056,2056],[42,6,17,9,16,240,0,6344,66942,436837,1895,1895],[42,6,17,10,16,240,0,6600,66942,471653,1927,1927],[42,6,17,11,16,240,0,6856,66942,541285,1959,1959],[42,6,17,12,16,240,0,7112,66942,680549,1991,1991],[42,6,17,13,16,240,0,7368,66942,959077,2023,2023],[42,6,17,14,16,240,0,7624,66942,1516133,2055,2055],[42,6,18,9,16,240,0,6504,66942,438883,1914,1914],[42,6,18,10,16,240,0,6776,66942,475747,1948,1948],[42,6,18,11,16,240,0,7048,66942,549475,1982,1982],[42,6,18,12,16,240,0,7320,66942,696931,2016,2016],[42,6,18,13,16,240,0,7592,66942,991843,2050,2050],[42,6,19,9,16,240,0,6664,66942,440930,1934,1934],[42,6,19,10,16,240,0,6952,66942,479842,1970,1970],[42,6,19,11,16,240,0,7240,66942,557666,2006,2006],[42,6,19,12,16,240,0,7528,66942,713314,2042,2042],[42,6,19,13,16,240,0,7816,66942,1024610,2078,2078],[42,6,20,8,16,240,0,6520,66942,422496,1915,1915],[42,6,20,9,16,240,0,6824,66942,442976,1953,1953],[42,6,20,10,16,240,0,7128,66942,483936,1991,1991],[42,6,20,11,16,240,0,7432,66942,565856,2029,2029],[42,6,20,12,16,240,0,7736,66942,729696,2067,2067],[42,6,21,8,16,240,0,6664,66942,423518,1932,1932],[42,6,21,9,16,240,0,6984,66942,445022,1972,1972],[42,6,21,10,16,240,0,7304,66942,488030,2012,2012],[42,6,21,11,16,240,0,7624,66942,574046,2052,2052],[42,6,22,8,16,240,0,6808,66942,424540,1949,1949],[42,6,22,9,16,240,0,7144,66942,447068,1991,1991],[42,6,22,10,16,240,0,7480,66942,492124,2033,2033],[42,6,22,11,16,240,0,7816,66942,582236,2075,2075],[42,6,23,8,16,240,0,6952,66942,425563,1967,1967],[42,6,23,9,16,240,0,7304,66942,449115,2011,2011],[42,6,23,10,16,240,0,7656,66942,496219,2055,2055],[42,6,24,8,16,240,0,7096,66942,426585,1984,1984],[42,6,24,9,16,240,0,7464,66942,451161,2030,2030],[42,6,24,10,16,240,0,7832,66942,500313,2076,2076],[42,7,7,19,16,240,0,6220,33470,14914807,2073,2073],[42,7,7,20,16,240,0,6316,33470,29594871,2085,2085],[42,7,8,17,16,240,0,6316,33470,4429045,2084,2084],[42,7,8,18,16,240,0,6428,33470,8623349,2098,2098],[42,7,8,19,16,240,0,6540,33470,17011957,2112,2112],[42,7,8,20,16,240,0,6652,33470,33789173,2126,2126],[42,7,9,15,16,240,0,6348,33470,1414387,2087,2087],[42,7,9,16,16,240,0,6476,33470,2594035,2103,2103],[42,7,9,17,16,240,0,6604,33470,4953331,2119,2119],[42,7,9,18,16,240,0,6732,33470,9671923,2135,2135],[42,7,9,19,16,240,0,6860,33470,19109107,2151,2151],[42,7,9,20,16,240,0,6988,33470,37983475,2167,2167],[42,7,10,14,16,240,0,6460,33470,890097,2100,2100],[42,7,10,15,16,240,0,6604,33470,1545457,2118,2118],[42,7,10,16,16,240,0,6748,33470,2856177,2136,2136],[42,7,10,17,16,240,0,6892,33470,5477617,2154,2154],[42,7,10,18,16,240,0,7036,33470,10720497,2172,2172],[42,7,10,19,16,240,0,7180,33470,21206257,2190,2190],[42,7,10,20,16,240,0,7324,33470,42177777,2208,2208],[42,7,11,13,16,240,0,6540,33470,595184,2110,2110],[42,7,11,14,16,240,0,6700,33470,955632,2130,2130],[42,7,11,15,16,240,0,6860,33470,1676528,2150,2150],[42,7,11,16,16,240,0,7020,33470,3118320,2170,2170],[42,7,11,17,16,240,0,7180,33470,6001904,2190,2190],[42,7,11,18,16,240,0,7340,33470,11769072,2210,2210],[42,7,11,19,16,240,0,7500,33470,23303408,2230,2230],[42,7,11,20,16,240,0,7660,33470,46372080,2250,2250],[42,7,12,12,16,240,0,6588,33470,431342,2115,2115],[42,7,12,13,16,240,0,6764,33470,627950,2137,2137],[42,7,12,14,16,240,0,6940,33470,1021166,2159,2159],[42,7,12,15,16,240,0,7116,33470,1807598,2181,2181],[42,7,12,16,16,240,0,7292,33470,3380462,2203,2203],[42,7,12,17,16,240,0,7468,33470,6526190,2225,2225],[42,7,12,18,16,240,0,7644,33470,12817646,2247,2247],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\ No newline at end of file diff --git a/site/index.html b/site/index.html index c946714..a80d150 100644 --- a/site/index.html +++ b/site/index.html @@ -595,7 +595,7 @@

Scheme

Filter coefficients

Bound each metric as a coefficient of SLH-DSA-128s. Survivors must satisfy every bound.

-