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- Annika Meyer, Kumar G. Prasad, Jastin Antisdel
- Allergy & rhinology
- 2014

Mycobacterium chelonae is a rapidly growing nontuberculous Mycobacterium and an uncommon cause of aggressive, treatment-resistant ocular and periocular infection. This is the first known case report of a woman who developed unilateral M. chelonae dacryocystitis after undergoing endoscopic sinus surgery and right endoscopic dacryocystorhinostomy (DCR) with… (More)

- Khaaliq A. Dejan, John M. Fresquez, Annika M. Meyer, Janice S. Edgerly
- Journal of insect science
- 2013

Substrate vibration communication is displayed by a variety of insects that rely on silk for shelter. Such signaling is often associated with territoriality and social interactions. The goal in this study was to explore the use of substrate vibration by subsocial insects of the little-studied order Embioptera (also known as Embiidina). Antipaluria urichi… (More)

- Annika Meyer
- Des. Codes Cryptography
- 2013

Let L be a lattice in R n. We upper bound the number of points of L contained in a small sphere, centered anywhere in R n. One way to do this is based on the observation that if the radius of the sphere is sufficiently small then the lattice points contained in that sphere give rise to a spherical code with a certain minimum angle. Another method involves… (More)

- Annika Meyer, ANNIKA MEYER
- 2010

For a Type T ∈ {I, II, III, IV} and length N where there exists no self-dual Type T code of length N , upper bounds on the minimum weight of the dual code of a self-orthogonal Type T code of length N are given, allowing the notion of dual extremal codes. It is proven that the Hamming weight enumerator of a dual extremal maximal self-orthogonal code of a… (More)

- Annika Meyer
- Adv. in Math. of Comm.
- 2010

- A Meyer, M Paterson, +30 authors Wit Z Ii
- 1993

[Yes83] Y. Yesha. On certain polynomial-time truth-table reducibilities of complete sets to sparse sets. A. Meyer and L. Stockmeyer. The equivalence problem for regular expressions with squaring requires exponential space. A complexity theory for closure properties. [K am91] J. K amper. Non-uniform proof systems: a new framework to describe non-uniform… (More)

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