Meaning: The quote "A discrete series is a series of terms each of which is empirically derived, each one of which is empirically true. And this is the reason for the fragmentary character of those poems." by George Oppen, a notable poet associated with the Objectivist movement in poetry, reflects his perspective on the nature of discrete series and its relationship to the fragmentary character of certain poems. In this quote, Oppen suggests that a discrete series consists of individual elements that are derived from empirical evidence and are empirically true, serving as an explanation for the fragmented nature of certain poems.

To fully understand this quote, it is important to unpack the concepts of discrete series, empirical derivation, empirical truth, and the fragmentary character of poems as perceived by Oppen. A discrete series refers to a set of distinct and separate elements or terms, often with a specific order or pattern. In mathematics, a discrete series typically involves a sequence of distinct numbers or values. However, Oppen's application of the term may extend beyond mathematical contexts to encompass a broader range of empirical phenomena.

Oppen's emphasis on the empirical derivation of the terms in a discrete series underscores the idea that these elements are derived from direct observation or experience rather than abstract reasoning or speculation. This suggests a grounding in concrete, observable reality, aligning with the principles of Objectivist poetry, which sought to portray the world with precision and clarity.

Furthermore, Oppen's assertion that each term in a discrete series is empirically true underscores the notion that each element in the series corresponds to some empirical truth or reality. This emphasis on truth and empirical grounding reflects Oppen's commitment to authenticity and accuracy in his poetic expression, mirroring the Objectivist emphasis on clarity and concreteness in poetry.

The connection between the nature of discrete series and the fragmentary character of certain poems becomes apparent in Oppen's quote. By linking the empirical derivation and truth of individual terms in a series to the fragmentary character of poems, Oppen suggests that the fragmented nature of certain poems may arise from the discrete and empirically derived elements that constitute them.

In the context of poetry, the concept of a discrete series as a sequence of empirically derived and true terms can be interpreted as a reflection of the poet's engagement with the concrete realities and experiences that inform their work. The fragmented nature of the poems may then be seen as a result of the poet's attempt to capture and convey these discrete, empirically derived elements in a way that preserves their authenticity and truth.

Oppen's quote invites contemplation on the relationship between empirical truth, poetic expression, and the formal qualities of poetry. It suggests that the fragmentary character of certain poems may be a deliberate artistic choice to convey the discrete, empirically grounded nature of their subject matter. This perspective aligns with the Objectivist commitment to precise observation and representation of the world, offering insight into Oppen's poetic intentions and the philosophical underpinnings of his work.

In conclusion, George Oppen's quote encapsulates his perspective on the nature of discrete series, empirical truth, and the fragmentary character of certain poems. By emphasizing the empirical derivation and truth of individual terms in a series, Oppen sheds light on the relationship between the empirical grounding of poetic elements and the fragmented nature of certain poems. This quote provides a glimpse into Oppen's approach to poetry and invites readers to consider the interplay of empirical reality, artistic expression, and formal construction in the realm of poetry.