Business Wire

Countable Labs Launches Category-defining, Highly Sensitive PCR Platform — Countable PCR — Finally Quantifying Rare Events, Even From Limited Samples

PALO ALTO, Calif.--(BUSINESS WIRE)--Countable Labs (formerly Enumerix) enters the genomics market with the launch of Countable PCR, redefining what’s possible with PCR for rare event detection. By ...
Business Wire

Uncountable Secures $27M in Series A Funding to Accelerate AI Adoption in R&D

SAN FRANCISCO--(BUSINESS WIRE)--Uncountable, a leading platform for digital transformation in industrial research and development, today announced it has raised $27 million in an over-subscribed ...
Morningstar

Countable Labs Launches Revolutionary Ten-Color PCR Platform, Bridging the Gap Between PCR and Next-Generation Sequencing Technologies

Giovanna Prout joins Countable Labs as CEO to accelerate commercialization of Countable Labs’ products Countable Labs, the developer of Countable PCR, a category-defining PCR technology that sets a ...
CSR Wire

Solidia Technologies and Uncountable Accelerate Development of Next-Generation Concrete Manufacturing With Data Science and AI

Cement and concrete technology company Solidia Technologies® has partnered with Uncountable to develop a new data analysis platform that will expedite R&D and applications of Solidia’s next-generation ...
Rubber and Plastics News

Cabot adds Uncountable connectivity platform

BOSTON—Uncountable Inc. is helping Cabot Corp. get more connected. Cabot recently began a multi-year partnership with Uncountable, a San Francisco-based software company that helps R&D teams organize ...
C&EN

How UL Research Institutes & Uncountable use AI, Machine Learning, and High-Throughput Experimentation to Accelerate the Pace of Discovery

Keep learning. Excel in your career. Choose from more than 200 courses in seven different categories, taught by experts in the chemistry community, online and in person.
JSTOR Daily

Partitioning the Real Line into an Uncountable Collection of Everywhere Uncountably Dense Sets

A recent paper showed that given any positive integer k, the real line can be partitioned into k subsets, each of which is uncountable in every nonempty open interval in the real line. This article ...