Skill UI

This guide provides late-stage polishing for academic manuscripts, specifically targeting the Academy of Management Review (AMR) house style. It helps transform drafts that read like literature reviews or essays into tightly structured, argument-driven theoretical pieces. Key focus areas include establishing a clear theoretical puzzle in the introduction, maintaining continuous argumentative flow, ensuring precise definition of constructs, and articulating propositions without using hypothesis language. It is crucial for authors who need to refine their prose and structure before final subm...

This comprehensive skill guides authors through the rigorous submission process for Angewandte Chemie International Edition. It provides detailed criteria covering scientific scope, required novelty, evidentiary standards for claims (mechanistic, physical), structural formatting, and common desk-reject triggers, ensuring manuscripts meet the journal's high academic bar.

A comprehensive guide for structuring pure mathematics manuscripts, focusing on exposition, logical flow, and readability for expert non-specialists. It emphasizes stating theorems before proof, maintaining consistent notation, and using commutative diagrams or figures only when they clarify complex relationships better than prose.

A guide for managing the length and density of advanced pure mathematics manuscripts. This skill helps authors eliminate bloat, padding, and unnecessary background while ensuring that the core mathematical proof remains complete, rigorous, and gap-free. It is essential for refining long-form academic papers for top-tier journals.

A comprehensive guide for mathematicians writing complex, pure-mathematics manuscripts for high-level journals. It focuses on laying out the architecture of the argument, ensuring that the novel contribution (the 'crux') and the difficulty are clear to a non-specialist referee. Learn how to decompose proofs into named lemmas, outline the strategy upfront, and properly attribute external results.

This guide helps pure-mathematics researchers precisely state and frame the main theorems of their manuscripts for submission to top-tier journals. It emphasizes techniques for quantifying novelty, separating the core headline result from corollaries, and rigorously positioning the work relative to the existing state of the art, mimicking the structure of Annals of Mathematics submissions.

This guide outlines the rigorous, multi-step process for authors revising a mathematical or scientific manuscript following a detailed referee report. It emphasizes the critical rule: always fix mathematical gaps and errors in the text first, and only then draft a structured, point-by-point reply that is respectful, precise, and mathematically grounded.

A comprehensive preflight checklist designed for authors submitting high-level academic manuscripts (e.g., AMS-LaTeX articles). It guides users through verifying technical formatting, mathematical rigor, reference consistency, and logistical requirements before final portal submission. It ensures the manuscript is ready for peer review, focusing on structure and format, not scientific merit.

A comprehensive guide to the rigorous standards for structuring pure mathematics manuscripts, specifically detailing the proper use of appendices and auxiliary material. It teaches authors how to distinguish between the essential core argument (which must remain in the main text) and supplementary technical results, long computations, or background lemmas (which belong in the appendix). This ensures the main text remains focused while maintaining academic rigor and verifiability for peer review.

This workflow acts as a router for writing rigorous pure mathematics manuscripts, specifically targeting the high standards of journals like the Annals of Mathematics. It guides the user through the entire lifecycle—from initial scope assessment and structuring proofs, to refining exposition, and managing revision cycles based on expert referee reports.

A specialized tool for polishing pure mathematics manuscripts, designed to enhance the rigor and overall flow of academic writing. It guides authors to eliminate soft language (e.g., "clearly," "obviously"), ensure precise quantification, explicitly state constant dependencies, and structure hypotheses meticulously. Ideal for late-stage proof refinement before journal submission.

This guide teaches researchers how to articulate the core conceptual contribution of their work, especially for manuscripts in Accounting, Organizations, and Society (AOS). It moves beyond simply reporting findings or extending literature, helping the user synthesize solid evidence into a single, compelling, and conceptually deep claim that shifts the field’s understanding of accounting's social or organizational mechanisms. It is essential for structuring the discussion section's intellectual payoff.