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Obfuscation

indistinguishability obfuscation researchers, lattice cryptographers, complexity theorists, functional encryption and FHE researchers, quantum cryptographers, cryptographic primitives designers, graduate students in cryptography

indistinguishability obfuscation (iO) constructions; lattice-based assumptions and LWE variants; bootstrapping encodings for unlimited depth; succinct randomized encodings and laconic evaluation; witness encryption and its variants; public-key encryption from planted clique; adaptively-sound SNARGs in CRS model; pv-IO and proof-verifiable obfuscation; pseudorandom obfuscation (PRO) notions; unclonable cryptography and quantum obfuscation

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Using the Planted Clique Conjecture for Cryptography: Public-Key Encryption from...Riddhi Ghosal42m
Claims a concrete construction of public-key encryption from planted clique combined with a mild noisy k-LIN over expanders assumption, giving a scheme that is…
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Obfuscation via GGH15 Encodings, 10 Years LaterHoeteck Wee51m
Describes a concrete candidate obfuscator built from GGH15 encodings that aims to get iO, null‑iO and witness encryption, with security arguments for…
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Pseudorandom ObfuscationNico Döttling01h 06m
Defines pseudorandom obfuscation (PRO): if a circuit’s truth table is computationally indistinguishable from uniform then its obfuscation must also look…
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A Pure Indistinguishability Obfuscation Approach to Adaptively-Sound SNARGs for NPBrent Waters53m
Constructs an adaptively-sound SNARG for NP in the CRS model from sub-exponential iO plus only sub-exponential one-way functions, removing the prior need for…
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Toward Obfuscation from Affine Determinant ProgramsMark Zhandry56m
Proposes using affine determinant programs (ADPs) as an alternative path to obfuscation, converting NC1 via branching programs and Kilian-style rerandomization…
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Indistinguishability Obfuscation via Mathematical ProofsZhengzhong Jin01h 07m
Claims a construction of iO for unbounded-input Turing machines whose equivalence is provable in Cook's Theory PV, removing the usual 2^{input-length} security…
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Talk by Elaine Shi (Carnegie Mellon University)Elaine Shi41m
Claims a construction of quasi-linear EF iO that runs in time proportional to circuit size plus EF-proof size, assuming FHE, one-way functions and iO for…
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Succinct Obfuscation via Propositional Proofs (or: How to use pv-IO)Surya Mathialagan46m
Constructs a notion of fully succinct pv-IO that makes an obfuscation size depend only on the secret part of a program, not the public description or input…
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Running Circuits of Unbounded Depth over Encrypted Data, Securely, Using Lattices...Ji Luo46m
Introduces a lattice-only bootstrapping that converts large-noise BGG+ encodings into fresh, moderate-noise encodings so homomorphic evaluation proceeds to…
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Succinct Randomized Encodings from Laconic Function Evaluation, Faster and SimplerRachit Garg37m
Claims construction under Circular LWE that yields succinct randomized encodings with encoding time roughly t^ε · s for any small constant ε<1, improving on…
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Succinct Randomized Encodings from LatticesGiulio Malavolta01h 05m
Construction gives witness encryption for P and hence succinct randomized encodings with runtime and memory cost polylogarithmic in program time T and memory…
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From Program Obfuscation to Unclonable CryptographyPrabhanjan Ananth01h 03m
Claims new obfuscation variants and reductions that tie indistinguishability obfuscation plus injective one‑way functions to unclonable primitives: a…
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An Introduction to Quantum ObfuscationJames Bartusek59m
Survey of what is known: obfuscation is now achievable for limited quantum classes under classical-to-quantum obfuscator constructions in the classical-oracle…
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Obfuscation of Unitary Quantum ProgramsEr-Cheng Tang46m
Claims an ideal obfuscation for unitary functionalities in the classical-oracle model and constructs an obfuscator that outputs authenticated ciphertexts, EPR…
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Diamond iO: Lattice-Based Obfuscation without Bootstrapping from Functional Encryption, toward...Sora Suegami36m
Claims a lattice iO that removes FE-to-iO bootstrapping by replacing recursive FE encryption with matrix multiplications and a non‑black‑box use of AKY24’s…
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Computing on Encrypted Data via Secret Dual CodesYuval Ishai01h 07m
Claim: a secret-key scheme lets a client upload an encrypted large X and issue unbounded hidden queries q with sublinear download and only a short secret key…
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Somewhat Homomorphic Encryption from Linear Homomorphism and Sparse LPNAlexandra Henzinger52m
Construction claims somewhat homomorphic encryption from sparse LPN plus a standard assumption that yields linearly homomorphic encryption (e.g., DDH or DCR)…
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Lower Bounds on the Overhead of Indistinguishability ObfuscationNoam Mazor49m
Under the assumption NP not in BPP the work proves a concrete inefficiency: efficient iO for multi-output Boolean circuits must add about s/log s additive…
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Lattice-Based Post-Quantum iO from Circular Security with Random Opening AssumptionYao Ching Hsieh01h 04m
Presents a concrete construction of lattice-based post-quantum xiO that reduces to a new assumption called Circular Security with Random Opening and specifies…
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Lattice Assumptions with Hints: Succinct LWE and its ApplicationsDavid Wu57m
Proposes a family of succinct LWE assumptions and shows how a public trapdoor yields a practical matrix commitment that compresses n×L matrices to n×m…
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Computational Wiretap Coding from Indistinguishability ObfuscationPaul Lou32m
Construction shows: under standard sub-exponential assumptions that imply indistinguishability obfuscation plus injective PRGs, every non-degraded binary-input…
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Beyond P versus NP: Using Complexity Theory in Obfuscation and Vice-VersaRahul Ilango, Alex Lombardi59m
Claim: iO plus stronger-than-P≠NP complexity assumptions yields cryptographic objects whose hardness matches naive attacks. Techniques combine…
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Towards general-purpose program obfuscation via local mixingRan Canetti, Claudio Chamon, Eduardo R. Mucciolo, Andrei E. Ruckenstein01h 06m
Proposes turning reversible circuits into obfuscated versions by repeated local mixing: pick constant-size contiguous gate slices, enumerate functionally…
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Indistinguishability Obfuscation from Bilinear Maps and LPN VariantsNeekon Vafa46m
Constructs indistinguishability obfuscation from three assumptions: bilinear maps, large-field LPN, and a new local functions with noise (LFN) assumption that…
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Something about new average-case hard problems?Tselil Schramm01h 07m
Tutorial-style exposition of the low-degree polynomials model uses the sum of squared low-degree Fourier/Hermite coefficients — called the low-degree…
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Expedition to Obfustopia: Indistinguishability Obfuscation from Well-Studied Assumptions to New...Rachel Lin01h 08m
Claims a provable route to indistinguishability obfuscation built from three well-studied assumptions (LPN over large fields, simple local PRGs computable in…
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