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<!doctype html>
<html lang="en">
<head>
<meta charset="utf-8">
<meta name="viewport" content="width=device-width, initial-scale=1">
<meta name="description" content="MathCrypt Research Inc. — an open-source cryptography and distributed-systems research lab in Vancouver, BC. We design open-source cryptographic protocols and publish our research.">
<meta property="og:type" content="website">
<meta property="og:title" content="MathCrypt Research Inc.">
<meta property="og:description" content="MathCrypt Research Inc. — an open-source cryptography and distributed-systems research lab in Vancouver, BC. We design open-source cryptographic protocols and publish our research.">
<meta property="og:url" content="https://mathcrypt.com">
<meta name="theme-color" content="#0B0E14">
<style>*{box-sizing:border-box}body{margin:0}h1,p{margin:0}</style>
<title>MathCrypt Research Inc.</title>
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">
<style>
:root {
/* committed dark */
--paper: #0B0E14;
--raised: #11151D;
--ink: #ECEEF3;
--muted: #99A2B2;
--faint: #6C7686;
--line: #1E232D;
--accent: #7788FF;
--accent-2:#98A5FF;
--dot: rgba(119,136,255,0.16);
--font-display: "Palatino Linotype", Palatino, "Iowan Old Style", "Book Antiqua", Georgia, serif;
--font-body: system-ui, -apple-system, "Segoe UI", Roboto, Helvetica, Arial, sans-serif;
--font-mono: ui-monospace, "SF Mono", "Cascadia Code", "JetBrains Mono", Menlo, Consolas, monospace;
--measure: 42rem;
color-scheme: dark;
}
* { box-sizing: border-box; }
body {
margin: 0;
background: var(--paper);
color: var(--ink);
font-family: var(--font-body);
font-size: 17px;
line-height: 1.65;
-webkit-font-smoothing: antialiased;
text-rendering: optimizeLegibility;
}
a { color: var(--accent); text-decoration: none; }
a:hover { color: var(--accent-2); }
a:focus-visible { outline: 2px solid var(--accent); outline-offset: 3px; border-radius: 2px; }
.wrap { max-width: var(--measure); margin: 0 auto; padding: 0 1.5rem; }
/* ---- logo ---- */
.logo { height: 2.9rem; width: auto; display: block; margin: 0 0 1.7rem; filter: invert(1); }
/* ---- eyebrow / labels ---- */
.eyebrow, .label {
font-family: var(--font-mono);
font-size: 0.74rem;
letter-spacing: 0.14em;
text-transform: uppercase;
color: var(--faint);
}
/* ---- hero ---- */
header {
position: relative;
padding: clamp(4.5rem, 12vh, 8rem) 0 clamp(3rem, 7vh, 5rem);
border-bottom: 1px solid var(--line);
overflow: hidden;
}
header::before {
content: "";
position: absolute;
inset: 0;
background-image: radial-gradient(var(--dot) 1px, transparent 1.4px);
background-size: 22px 22px;
-webkit-mask-image: radial-gradient(ellipse 90% 70% at 30% 0%, #000 0%, transparent 72%);
mask-image: radial-gradient(ellipse 90% 70% at 30% 0%, #000 0%, transparent 72%);
pointer-events: none;
}
header .wrap { position: relative; }
h1 {
font-family: var(--font-display);
font-weight: 600;
font-size: clamp(2rem, 5.6vw, 3.15rem);
line-height: 1.1;
letter-spacing: -0.01em;
text-wrap: balance;
margin: 0.9rem 0 0;
max-width: 20ch;
}
.lede {
margin: 1.4rem 0 0;
max-width: 40ch;
color: var(--muted);
font-size: 1.08rem;
}
.meta {
display: flex;
flex-wrap: wrap;
gap: 0.5rem 0.9rem;
margin-top: 2rem;
font-family: var(--font-mono);
font-size: 0.78rem;
color: var(--faint);
}
.meta span { display: inline-flex; align-items: center; gap: 0.55rem; }
.meta span::before {
content: "";
width: 5px; height: 5px; border-radius: 50%;
background: var(--accent);
display: inline-block;
}
/* ---- sections ---- */
section { padding: clamp(2.75rem, 6vh, 4rem) 0; border-bottom: 1px solid var(--line); }
.label { display: block; margin-bottom: 1.5rem; }
section p.body { margin: 0; max-width: 46ch; color: var(--ink); }
section p.body .em { color: var(--accent); font-style: normal; }
/* ---- lists (projects / research) ---- */
.list { display: flex; flex-direction: column; gap: 1.35rem; }
.item { display: grid; grid-template-columns: 1fr auto; gap: 0.15rem 1rem; align-items: baseline; }
.item .name { font-family: var(--font-mono); font-size: 0.98rem; color: var(--ink); font-weight: 600; }
.item .name a { color: var(--ink); border-bottom: 1px solid transparent; }
.item .name a:hover { color: var(--accent); border-bottom-color: var(--accent); }
.item .tag { font-family: var(--font-mono); font-size: 0.72rem; color: var(--faint); white-space: nowrap; }
.item .desc { grid-column: 1 / -1; color: var(--muted); font-size: 0.97rem; margin-top: 0.1rem; }
.item .arrow { color: var(--accent); }
.paper .name { font-family: var(--font-display); font-size: 1.12rem; font-weight: 600; line-height: 1.3; }
.paper .name a { color: var(--ink); }
.paper .name a:hover { color: var(--accent); }
/* ---- people ---- */
.people { display: flex; flex-direction: column; gap: 1.5rem; }
.person { display: flex; flex-direction: column; gap: 0.2rem; }
.person .pname { font-family: var(--font-display); font-size: 1.2rem; font-weight: 600; }
.person .prole { font-family: var(--font-mono); font-size: 0.74rem; letter-spacing: 0.06em; color: var(--faint); text-transform: uppercase; }
.person .pcred { font-size: 0.9rem; color: var(--muted); margin-top: 0.04rem; }
.person .plinks { margin-top: 0.45rem; }
.person .plinks a { display: inline-flex; color: var(--muted); }
.person .plinks a:hover { color: var(--accent); }
/* ---- icons ---- */
.icon { width: 1.15rem; height: 1.15rem; fill: currentColor; display: block; }
.socials { display: inline-flex; gap: 0.95rem; align-items: center; }
.socials a { display: inline-flex; }
/* ---- footer ---- */
footer { padding: 2.5rem 0 3.5rem; }
footer .wrap { display: flex; flex-wrap: wrap; justify-content: space-between; gap: 0.75rem; align-items: baseline; }
footer, footer a { font-family: var(--font-mono); font-size: 0.76rem; color: var(--faint); }
footer a:hover { color: var(--accent); }
/* ---- motion ---- */
@media (prefers-reduced-motion: no-preference) {
.rise { opacity: 0; transform: translateY(10px); animation: rise 0.7s cubic-bezier(0.22,1,0.36,1) forwards; }
.rise:nth-child(1){ animation-delay: 0.05s; }
.rise:nth-child(2){ animation-delay: 0.14s; }
.rise:nth-child(3){ animation-delay: 0.23s; }
.rise:nth-child(4){ animation-delay: 0.32s; }
.rise:nth-child(5){ animation-delay: 0.41s; }
@keyframes rise { to { opacity: 1; transform: none; } }
}
</style>
</head>
<body>
<svg xmlns="http://www.w3.org/2000/svg" style="position:absolute;width:0;height:0;overflow:hidden" aria-hidden="true" focusable="false">
<symbol id="i-github" viewBox="0 0 16 16"><path d="M8 0C3.58 0 0 3.58 0 8c0 3.54 2.29 6.53 5.47 7.59.4.07.55-.17.55-.38 0-.19-.01-.82-.01-1.49-2.01.37-2.53-.49-2.69-.94-.09-.23-.48-.94-.82-1.13-.28-.15-.68-.52-.01-.53.63-.01 1.08.58 1.23.82.72 1.21 1.87.87 2.33.66.07-.52.28-.87.51-1.07-1.78-.2-3.64-.89-3.64-3.95 0-.87.31-1.59.82-2.15-.08-.2-.36-1.02.08-2.12 0 0 .67-.21 2.2.82.64-.18 1.32-.27 2-.27.68 0 1.36.09 2 .27 1.53-1.04 2.2-.82 2.2-.82.44 1.1.16 1.92.08 2.12.51.56.82 1.27.82 2.15 0 3.07-1.87 3.75-3.65 3.95.29.25.54.73.54 1.48 0 1.07-.01 1.93-.01 2.2 0 .21.15.46.55.38A8.013 8.013 0 0016 8c0-4.42-3.58-8-8-8z"/></symbol>
<symbol id="i-linkedin" viewBox="0 0 24 24"><path d="M20.45 20.45h-3.56v-5.57c0-1.33-.02-3.04-1.85-3.04-1.85 0-2.14 1.45-2.14 2.94v5.67H9.35V9h3.41v1.56h.05c.48-.9 1.63-1.85 3.36-1.85 3.59 0 4.25 2.36 4.25 5.44v6.3zM5.34 7.43a2.06 2.06 0 01-2.06-2.07c0-1.14.92-2.06 2.06-2.06 1.14 0 2.06.92 2.06 2.06 0 1.15-.92 2.07-2.06 2.07zm1.78 13.02H3.56V9h3.56v11.45zM22.22 0H1.77C.79 0 0 .77 0 1.72v20.56C0 23.23.79 24 1.77 24h20.45c.98 0 1.78-.77 1.78-1.72V1.72C24 .77 23.2 0 22.22 0z"/></symbol>
</svg>
<header>
<div class="wrap">
<img class="logo rise" 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" alt="MathCrypt Research Inc.">
<span class="eyebrow rise">Open-source cryptography & distributed-systems lab</span>
<h1 class="rise">Cryptographic fair-exchange protocols for decentralized systems.</h1>
<p class="lede rise">MathCrypt Research Inc. is an independent research lab. We design open-source
cryptographic protocols and publish openly — with work spanning verifiable computation, data
availability, and fair exchange.</p>
<div class="meta rise">
<span>Vancouver, BC</span>
<span>Founded 2026</span>
<span>Built in the open</span>
</div>
</div>
</header>
<main>
<section>
<div class="wrap">
<span class="label">Focus</span>
<p class="body">Our current work centers on <span class="em">fair exchange in the decentralized
setting</span> — cryptographic protocols that let mutually distrusting parties exchange data with a
fairness guarantee: either both sides receive what they came for, or neither does.</p>
</div>
</section>
<section>
<div class="wrap">
<span class="label">Open source</span>
<p class="body" style="margin-bottom:1.6rem">Alongside our protocol research, we build and maintain a
<span class="em">Skip Graph DHT</span> — a peer-to-peer distributed hash table for decentralized routing
and lookup — with implementations in both Rust and Go.</p>
<div class="list">
<div class="item">
<span class="name"><a href="https://github.com/mathcrypt-research/skipgraph-rust">skipgraph-rust</a></span>
<span class="tag">Rust · Apache-2.0</span>
<span class="desc">Skip Graph DHT middleware, implemented in Rust.</span>
</div>
<div class="item">
<span class="name"><a href="https://github.com/mathcrypt-research/skipgraph-go">skipgraph-go</a></span>
<span class="tag">Go · Apache-2.0</span>
<span class="desc">Skip Graph DHT middleware, implemented in Go.</span>
</div>
</div>
</div>
</section>
<section>
<div class="wrap">
<span class="label">Research</span>
<div class="list">
<div class="item paper">
<span class="name"><a href="https://arxiv.org/abs/2510.05376">A constraint-level framework for comparing zkEVM architectures</a></span>
<span class="desc">A systematic comparison of zkEVM designs across proof systems (PLONKish / AIR /
STARK) and the Solidity → EVM → constraint pipeline. <a href="https://arxiv.org/abs/2510.05376">arXiv:2510.05376 →</a></span>
</div>
</div>
</div>
</section>
<section>
<div class="wrap">
<span class="label">People</span>
<div class="people">
<div class="person">
<span class="pname">Yahya Hassanzadeh</span>
<span class="pcred">Ph.D., Computer Science & Engineering</span>
<span class="prole">Co-founder · Distributed Systems · Applied Cryptography</span>
<span class="plinks"><a href="https://www.linkedin.com/in/yhassanzadeh/" aria-label="Yahya Hassanzadeh on LinkedIn" title="LinkedIn"><svg class="icon"><use href="#i-linkedin"/></svg></a></span>
</div>
<div class="person">
<span class="pname">Sanaz Taheri</span>
<span class="pcred">Ph.D., Computer Science & Engineering</span>
<span class="prole">Co-founder · Protocol Engineering · Applied Cryptography</span>
<span class="plinks"><a href="https://www.linkedin.com/in/sanaz-taheri/" aria-label="Sanaz Taheri on LinkedIn" title="LinkedIn"><svg class="icon"><use href="#i-linkedin"/></svg></a></span>
</div>
</div>
</div>
</section>
</main>
<footer>
<div class="wrap">
<span>© 2026 MathCrypt Research Inc. · Vancouver, BC</span>
<span class="socials">
<a href="https://github.com/mathcrypt-research" aria-label="MathCrypt on GitHub" title="GitHub"><svg class="icon"><use href="#i-github"/></svg></a>
<a href="https://www.linkedin.com/company/mathcrypt" aria-label="MathCrypt on LinkedIn" title="LinkedIn"><svg class="icon"><use href="#i-linkedin"/></svg></a>
</span>
</div>
</footer>
</body>
</html>