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Optimization and Decision-Making Under Uncertainty (Simons Institute, September 2016)

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Introducing Decision-Making Under Uncertainty to Medical Research:...Don Berry56m
Argues that patient-level Bayesian adaptive and multi-arm bandit designs raise real-world success rates (example: 63 expected successes vs 50 under 50/50…
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Optimal A-B TestingVivek Farias48m
Claims that optimizing allocation, not randomizing, can boost estimator efficiency from constant to order-n efficiency when covariate dimension scales with…
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Stable Marriages in Metric SpacesBalaji Prabhakar30m
One-dimensional Hamming preferences produce many ties: K=1 ties persist and even K ≈ log n leaves exponentially many stable matchings; recovering uniqueness…
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The Simplex and Policy-Iteration Methods are Strongly Polynomial...Yinyu Ye52m
Shows that MDPs with a fixed discount are solvable by standard LP methods with explicit iteration bounds: policy iteration finishes in O(n/(1−γ) log(1/(1−γ)))…
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Interpolating Between Stochastic and Worst-case OptimizationR. Ravi34m
Proposes a hybrid input model that interpolates between stochastic and adversarial arrivals via a lever epsilon that flips each request with probability…
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Smarter Tools for (Citi)Bike-SharingDavid Shmoys36m
City bike-share demand gets modeled as Poisson arrival/return rates per station, then time-sliced into half-hour periods and analyzed with a stochastic dynamic…
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How to Predict When Estimation is Hard: Algorithms for Learning on GraphsSasha Rakhlin51m
Claim: sequential predictors achieve the same error as the NP‑hard best graph labeling while avoiding model estimation by using improper prediction and…
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From Predictions to Decisions: Limitations and Possibilities of Optimization from SamplesYaron Singer48m
Shows that coverage functions (and many submodular examples like influence maximization) are PMAC-learnable yet provably fail to yield good decisions when…
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Distributed Partial ClusteringSudipto Guha36m
Distributed clustering with T outliers and an arbitrary partition across s sites achieves a one‑round constant‑factor approximation by having each site compute…
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Online Vector PackingYossi Azar52m
General online vector packing is essentially hopeless in the worst case: competitive ratio grows Θ(d) for arbitrary vectors, and an information-theoretic lower…
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Clustering Using Pairwise ComparisonsR. Srikant33m
Converts the sparse N × (M choose 2) pairwise matrix into an N × M net-wins matrix, applies spectral projection and then repeats clustering after a random…
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Online Algorithms for Covering and Packing Problems with Convex ObjectivesNiv Buchbinder34m
Generalizes online primal–dual to convex objectives and proves a concrete competitive bound: for monotone convex f with monotone gradient and polynomial-like…
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Kernel-Based Methods for Bandit Convex OptimizationSebastien Bubeck59m
Proposes a concrete bandit algorithm that replaces one-point gradient estimates with a kernel-based unbiased estimator built from a time-varying kernel (the…
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Always Valid Inference: Continuous Monitoring of A/B TestsRamesh Johari50m
Optimizely implements always-valid p-values computed from a MSPRT (mixture SPRT) so type I error remains bounded under arbitrary user stopping rules (fixes the…
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Revisiting the Exploration-Exploitation Trade-Off in Bandit ModelsEmilie Kaufmann32m
Characterizes when regret and pure-exploration diverge: sampling must follow information-theoretic Wstar proportions computed by a 1‑D optimization over KL…
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Distribution-Free Models of Social and Information NetworksTim Roughgarden55m
Proposes two distribution-free graph classes motivated by triadic closure and proves concrete positive results. For triangle-dense graphs (global transitivity…
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Learning in Games with Best-Response OraclesTomer Koren31m
Shows that with a best-response oracle and value queries any algorithm needs Omega(sqrt(n)) time to approximate a zero-sum n-by-n game to constant accuracy, by…
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Online Optimization and Learning Under Long-Term Convex Constraints and ObjectivesNikhil Devanur35m
Presents concrete algorithms that turn long-term convex constraints and concave objectives into repeated linear goals using Fenchel conjugate linearization and…
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Avoiding Cascading Failures for Time-of-Use PricingAnna Karlin31m
Set static per-slot prices from the expected LP and dual prices so the expected demand per slot is below capacity, then prove that with a small multiplicative…
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Procrastination with Variable Present BiasNicole Immorlica34m
Introduces variable present bias: each day the bias B is drawn IID (example: 1/3 chance B=1, 2/3 chance B=3). Proves a main lemma that worst-case task graphs…
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Simple Pricing Schemes for Consumers with Evolving ValuesShuchi Chawla34m
Considers a buyer who repeatedly uses an app whose value evolves stochastically and compares a simple pricing to the omniscient benchmark that extracts the…
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A Unified Duality Theory for Bayesian Mechanism DesignMatt Weinberg35m
Presents a unified LP duality framework that produces a virtual welfare upper bound for Bayesian mechanisms by constructing an explicit LP duality flow whose…
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Bandits and Agents: How to Incentivize Exploration?Aleksandrs Slivkins?
Claims a black-box reduction that converts any bandit algorithm into a Bayes incentive-compatible procedure by simulating the original algorithm rarely and…
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Online Ad Allocation: Robust Optimization for Repeated AuctionsVahab Mirrokni40m
Vahab Mirrokni, Google https://simons.berkeley.edu/talks/vahab-mirrokni-2016-09-22 Optimization and Decision-Making Under Uncertainty
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Competitive Algorithms from Competitive EquilibriaKamesh Munagala48m
Online non‑clairvoyant scheduling over a general packing polytope is modeled, and the rule that maximizes the product of job rates — proportional fairness — is…
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Online Flow-Time OptimizationJanardhan Kulkarni36m
Online flow-time on unrelated machines gets two concrete algorithms, one clairvoyant greedy that assigns each arrival to the machine minimizing the…
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Online Algorithms with RecourseAmit Kumar33m
Greedy online load balancing is Θ(log m) worst case, but allowing limited recourse changes the picture: an edge‑orientation rule that flips all incoming edges…
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Scheduling with Uncertain Processing TimesMarc Uetz35m
Shows a 3 + Δ/2 approximation for stochastic unrelated‑machine scheduling, where Δ upper‑bounds the squared coefficient of variation of job sizes. Uses a…
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Secretary Problems and Online Selection with A Priori InformationOla Svensson48m
Classic secretary generalizes to matroids and to K‑choice; geometric bucketing gives a log‑rank reduction (random sampling + run unweighted algorithm on one…
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Optimal Online Algorithms via Linear ScalingThomas Kesselheim30m
Presents a simple linear scaling recipe: at time L solve the offline problem on the L/n fraction of items with capacities scaled by L/n, ignore past decisions…
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