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15 Sentences With "inexactness"

How to use inexactness in a sentence? Find typical usage patterns (collocations)/phrases/context for "inexactness" and check conjugation/comparative form for "inexactness". Mastering all the usages of "inexactness" from sentence examples published by news publications.

Aesthetically, it was pleasing in its inexactness, rambling and irregular lines, its woodiness.
Originally, he explored the idea of inexactness as a way to make use of imperfect chips where portions of the transistors were not working because of manufacturing flaws.
With colleagues from Rice University and Seoul National University, he recently demonstrated how inexactness could be applied to the challenge of pinpointing an indoor location, since GPS usually doesn't work inside buildings.
This inexactness of framing helps us understand that what makes these images valuable is not the differences among them, but the way a pair of stills can, simply and elegantly, pin down a central concern of human life: the passage of time.
As he travels east and showcases Japanese devotion to craftsmanship, particularly highlighted in that country's manufacture of precise timepieces, he reminds us of the beauty of imperfections as seen in bamboo handicrafts and handmade lacquerware, the inexactness of nature adding subtle eccentricities to our creations and, with them, charm.
There is also significant overlap in these two definition variations. Because of the inexactness of the definition, chemists and other scientists use the term "chemical process" only in a general sense or in the engineering sense. However, in the "process (engineering)" sense, the term "chemical process" is used extensively. The rest of the article will cover the engineering type of chemical processes.
Photographers employing alternative processes reject the idea of the exact replica of nature and seek to use the inherent inexactness of antiquated processes to create a more personal and emotional image. The paper negative is an extremely versatile process that allows all manner of reworking and retouching of an image, and is the perfect medium to bridge the gap between camera operator and artist.
There are many mathematical constructions similar to or more general than fuzzy sets. Since fuzzy sets were introduced in 1965, many new mathematical constructions and theories treating imprecision, inexactness, ambiguity, and uncertainty have been developed. Some of these constructions and theories are extensions of fuzzy set theory, while others try to mathematically model imprecision and uncertainty in a different way (; ; Deschrijver and Kerre, 2003).
Glenn Ross Campbell went on to Juicy Lucy, while Tony Hill formed High Tide and recorded a solo album titled Inexactness. In 1982, Glenn Ross Campbell and Rick Brown reunited as "Influence", and in 1983 recorded two self-penned tracks, "No Survivors" and "Queen of Madness", for UK's Rough Trade Records. They disbanded in 1985 when Campbell moved to New Zealand and Brown moved to Thailand. Cherry Red Records (UK) released three albums of the Misunderstood's music, viz.
This is one illustration of the inexactness of the term. In most cases where they exist, evanescent fields are simply thought of and referred to as electric or magnetic fields, without the evanescent property (zero average Poynting vector in one or all directions) ever being pointed out. The term is especially applied to differentiate a field or solution from cases where one normally expects a propagating wave. Everyday electronic devices and electrical appliances are surrounded by large fields, which have this property.
A roundoff error, also called rounding error, is the difference between the result produced by a given algorithm using exact arithmetic and the result produced by the same algorithm using finite-precision, rounded arithmetic. Rounding errors are due to inexactness in the representation of real numbers and the arithmetic operations done with them. This is a form of quantization error. When using approximation equations or algorithms, especially when using finitely many digits to represent real numbers (which in theory have infinitely many digits), one of the goals of numerical analysis is to estimate computation errors.
Numerical certification is the process of verifying the correctness of a candidate solution to a system of equations. In (numerical) computational mathematics, such as numerical algebraic geometry, candidate solutions are computed algorithmically, but there is the possibility that errors have corrupted the candidates. For instance, in addition to the inexactness of input data and candidate solutions, numerical errors or errors in the discretization of the problem may result in corrupted candidate solutions. The goal of numerical certification is to provide a certificate which proves which of these candidates are, indeed, approximate solutions.
Chadwick became a Fellow of Queens' College, Cambridge, with his appointment as Chaplain in 1946, and in 1950 advanced to the position of Dean. His rising academic reputation was confirmed in 1953 with the publication of a project which had occupied him since the days of his curacy—his new translation of Origen's Contra Celsum, with introduction and notes. He had by now made himself an expert in Patristic Greek; only an inexactness in philology marking his earlier abandonment of Greek for music. Also in 1953 he was appointed co-editor (with Hedley Sparks) of the Journal of Theological Studies and continued editing it until 1985.
They often performed the troubadours' songs: singing, playing instruments, dancing, and even doing acrobatics.The earliest reference to the basse danse comes from Raimon de Cornet, who attributes it to the jongleurs of the mid-14th century. In the late 13th century Guiraut Riquier bemoaned the inexactness of his contemporaries and wrote a letter to Alfonso X of Castile, a noted patron of literature and learning of all kinds, for clarification on the proper reference of the terms trobador and joglar. According to Riquier, every vocation deserved a name of its own and the sloppy usage of joglar assured that it covered a multitude of activities, some, no doubt, with which Riquier did not wish to be associated.
In fact, great care is exercised to exclude from logical discourse terms, which have no referential content. No statement, which is known to be false, is admitted as a premise in a valid argument. Thus, the ‘method of indirect proof’ (reductio ad absurdum) is not accepted as a valid method−neither in Indian philosophy nor in Indian mathematics−for proving the existence of an entity whose existence is not demonstrable (even in principle) by other (direct) means of proof. Indian logic does not make any attempt to develop a purely symbolic and content independent or ‘formal language’ as the vehicle of logical analysis. Instead, what Indian logic, especially in its later phase of Navya-Nyāya starting with the work of Gāngeśa Upādhyāya of 14th century, has developed is a technical language, which is based on the natural language Sanskrit, yet avoids ‘inexactness’ and ‘misleading irregularities’ by various technical devices.

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